Common Core Standard 3.OA.D.8
This standard covers the following:
Solve two-step word problems using the four operations. Represent these problems using equations with a letter standing for the unknown quantity. Assess the reasonableness of answers using mental computation and estimation strategies including rounding.
Problem: A chocolate factory initially had 33 chocolate bars. However, 6 of them were given away as samples to customers. Then, 3 of them were used for a quality control testing. How many chocolate bars are left in the factory?
Mistral 7B:
Reasoning: Initially, there were 33 chocolate bars. 6 were given away as samples, so there are 33-6 = <<33-6=27>>27 chocolate bars left. 3 were used for quality control testing, so there are 27-3 = <<27-3=24>>24 chocolate bars left in the factory. ### Answer: 24
Expected answer: 24
Correct? Yes
Problem: After performing inventory, the chocolate factory decided to match the number of remaining chocolate bars by producing new ones. How many chocolate bars are there at the factory now, after adding the new bars?
Mistral 7B:
Reasoning: After the quality control testing, there were 24 chocolate bars left in the factory. If the factory matched the number of remaining chocolate bars by producing new ones, there are now 24+24 = <<24+24=48>>48 chocolate bars at the factory. ### Answer: 48
Expected answer: 48
Correct? Yes
Problem: In a similar scenario, instead of starting with 33 chocolate bars, the factory had only 17 bars initially. After giving away 6 samples and using 3 bars for quality control tests, how many chocolate bars remain in the factory?
Mistral 7B:
Reasoning: Initially, there were 17 chocolate bars. 6 were given away as samples, so there are 17-6 = <<17-6=11>>11 chocolate bars left. 3 were used for quality control testing, so there are 11-3 = <<11-3=8>>8 chocolate bars left in the factory. ### Answer: 8
Expected answer: 8
Correct? Yes
Problem: Deckmaster Tim has been given 84 unique trading cards. After a generous friend gave him a package of 7 new cards, he added them to his collection. How many unique trading cards does Deckmaster Tim have now?
Mistral 7B:
Reasoning: The number of unique trading cards Deckmaster Tim has now is the sum of the original number of cards and the number of new cards he received. ### Answer: 91 (84 + 7)
Expected answer: 91
Correct? Yes
Problem: Deckmaster Tim initially had 11 unique trading cards, instead of 84. If he were to add the same package of 7 new cards to his collection, how many unique trading cards would Deckmaster Tim have now?
Mistral 7B:
Reasoning: The number of unique trading cards Deckmaster Tim has now is the sum of the original number of cards and the number of new cards he received. ### Answer: 18 (11 + 7)
Expected answer: 18
Correct? Yes
Problem: John has 5 dollars in his wallet. Later, he found an old birthday card with 86 dollars inside. After adding this to his wallet, how much money does John now have in his wallet?
Mistral 7B:
Reasoning: John initially had 5 dollars in his wallet. After finding the old birthday card, he added 86 dollars to his wallet. John now has 5+86 = <<5+86=91>>91 dollars in his wallet. ### Answer: 91
Expected answer: 91
Correct? Yes
Problem: After counting his money, John decides to buy a video game that costs 78 dollars. After paying for it, how much money does John have left in his wallet?
Mistral 7B:
Reasoning: John initially had 91 dollars in his wallet. After buying a video game that costs 78 dollars, he spent 78 dollars. John now has 91-78 = <<91-78=13>>13 dollars left in his wallet. ### Answer: 13
Expected answer: 13
Correct? Yes
Problem: Let's adjust the original situation a bit: suppose that initially, John had only 2 dollars in his wallet, instead of 5. After finding the same 5 dollars inside the old birthday card and adding it to his wallet, how much money does John now have in his wallet?
Mistral 7B:
Reasoning: John initially had 2 dollars in his wallet. After finding the old birthday card, he added 5 dollars to his wallet. John now has 2+5 = <<2+5=7>>7 dollars in his wallet. ### Answer: 7
Expected answer: 7
Correct? Yes
Problem: At a campfire night, 26 marshmallows were roasted initially. Later in the night, an additional 12 marshmallows were roasted. The next day morning, 7 fresh marshmallows were roasted for breakfast. How many marshmallows were roasted in total?
Mistral 7B:
Reasoning: Initially, 26 marshmallows were roasted. Later in the night, an additional 12 marshmallows were roasted, making it a total of 26+12 = <<26+12=38>>38 marshmallows roasted that night. The next day morning, 7 fresh marshmallows were roasted for breakfast. So, the total number of marshmallows roasted is 38 (from the night) + 7 (from breakfast) = <<38+7=45>>45 marshmallows. ### Answer: 45
Expected answer: 45
Correct? Yes
Problem: The sun is 56 million miles away from a planet. On this planet, every mile corresponds to one unit of brightness for their daylight. What is the total brightness of their daylight, measured in these units?
Mistral 7B:
Reasoning: Since every mile corresponds to one unit of brightness, the total brightness of their daylight is equal to the number of miles from the sun. ### Answer: 56 million units of brightness.
Expected answer: 56
Correct? Yes
Problem: In a dense jungle, there are 42 monkeys living on trees. After a few months, the monkey population increased and 29 more monkeys are seen around. What is the total number of monkeys in the jungle now?
Mistral 7B:
Reasoning: Initially, there were 42 monkeys in the jungle. Then, 29 more monkeys appeared, so the total number of monkeys is now 42+29 = <<42+29=71>>71. ### Answer: 71
Expected answer: 71
Correct? Yes
Problem: In the previous jungle monkey population query, we said that the original population was 42 monkeys. However, let's consider a possibility where there were initially only 26 monkeys before the 29 additional monkeys arrived. Can you calculate the total number of monkeys that would be there in the jungle now?
Mistral 7B:
Reasoning: Initially, there were 26 monkeys in the jungle. Then, 29 more monkeys appeared, so the total number of monkeys is now 26+29 = <<26+29=55>>55. ### Answer: 55
Expected answer: 55
Correct? Yes
Problem: A pirate found an ancient chest filled with 16 emeralds. Excited, she continued her search and found another chest also filled with 16 emeralds. How many emeralds does the pirate have in total now?
Mistral 7B:
The pirate has 16+16 = <<16+16=32>>32 emeralds in total. ### Answer: 32
Expected answer: 32
Correct? Yes
Problem: The pirate was thrilled with her find of 32 emeralds but the adventure had just begun. Suppose she had found two chests initially each filled with 45 emeralds instead of 16. How many emeralds would the pirate have in total now?
Mistral 7B:
The pirate would have found 45*2 = <<45*2=90>>90 emeralds in the two initial chests. Adding the 32 emeralds she already had, the pirate would have 90+32 = <<90+32=122>>122 emeralds in total. ### Answer: 122
Expected answer: 90
Correct? No
Problem: There was a building with 28 windows on the ground floor. The owner decided to add 4 more windows to make it more presentable. Later, he went ahead to the next floor where there were already 51 windows. What is the total number of windows in the building now?
Mistral 7B:
Reasoning: Initially, there were 28 windows on the ground floor. After adding 4 more windows, there are now 28+4 = <<28+4=32>>32 windows on the ground floor. On the next floor, there were already 51 windows. So, the total number of windows in the building now is 32 (ground floor) + 51 (next floor) = <<32+51=83>>83 windows. ### Answer: 83
Expected answer: 83
Correct? Yes
Problem: After a sudden storm passed through the town, the building owner was dismayed to discover that 64 of the windows in his building had been shattered by hail. After removing the shattered windows, how many windows are left unbroken in the building?
Mistral 7B:
Reasoning: Initially, there were 83 windows in the building. After the storm, 64 windows were shattered, leaving 83-64 = <<83-64=19>>19 windows unbroken. ### Answer: 19
Expected answer: 19
Correct? Yes
Problem: Let's say the owner originally had 28 windows on the ground floor and decided to add just 4 more for better aesthetics. However, instead of 51 windows as in the previous scenario, suppose he only had 25 windows on the next floor. Now, how many windows are there in total in the building?
Mistral 7B:
Reasoning: Initially, there were 28 windows on the ground floor. After adding 4 more windows, there are now 28+4 = <<28+4=32>>32 windows on the ground floor. On the next floor, there were originally 25 windows. So, the total number of windows in the building now is 32 (ground floor) + 25 (next floor) = <<32+25=57>>57 windows. ### Answer: 57
Expected answer: 57
Correct? Yes
Problem: In a large vegetable garden, there were originally 93 cucumbers. But then, 13 cucumbers got eaten by insects. The gardener then removed an additional 9 cucumbers to prepare for dinner. How many cucumbers are left in the garden after the gardener removes the cucumbers for dinner?
Mistral 7B:
Reasoning: Initially, there were 93 cucumbers in the garden. 13 cucumbers were eaten by insects, leaving 93-13 = <<93-13=80>>80 cucumbers. The gardener then removed 9 cucumbers for dinner, leaving 80-9 = <<80-9=71>>71 cucumbers in the garden. ### Answer: 71
Expected answer: 71
Correct? Yes
Problem: In the large vegetable garden, after the gardener removed the cucumbers for dinner, a group of children came and picked 50 cucumbers for a school project. How many cucumbers are left in the garden after the children took their cucumbers?
Mistral 7B:
Reasoning: After the gardener removed the cucumbers for dinner, there were 71 cucumbers left in the garden. The children picked 50 cucumbers, leaving 71-50 = <<71-50=21>>21 cucumbers in the garden. ### Answer: 21
Expected answer: 21
Correct? Yes
Problem: In the large vegetable garden, suppose that originally there were 93 cucumbers. But this time, insects ate 52 cucumbers instead of 13. After that, the gardener removed an additional 9 cucumbers to prepare for dinner. How many cucumbers are left in the garden after the gardener removed the cucumbers for dinner?
Mistral 7B:
Reasoning: Initially, there were 93 cucumbers in the garden. 52 cucumbers were eaten by insects, leaving 93-52 = <<93-52=41>>41 cucumbers. The gardener then removed 9 cucumbers for dinner, leaving 41-9 = <<41-9=32>>32 cucumbers in the garden. ### Answer: 32
Expected answer: 32
Correct? Yes
Problem: On a sunny day at the beach, there were 80 beach balls initially. However, during a gusty period, 55 balls were taken by the wind and ended up in the ocean. How many beach balls are left on the beach?
Mistral 7B:
Reasoning: Initially, there were 80 beach balls. After the gusty period, 55 balls were taken away, leaving 80-55 = <<80-55=25>>25 beach balls on the beach. ### Answer: 25
Expected answer: 25
Correct? Yes
Problem: Following the gusty period at the beach that took away 55 beach balls, leaving some behind, 71 new colourful beach balls were delivered to the beach. How many beach balls are there now at the beach?
Mistral 7B:
Reasoning: After the gusty period, there were 25 beach balls left on the beach. Then, 71 new beach balls were delivered, so now there are 25+71 = <<25+71=96>>96 beach balls at the beach. ### Answer: 96
Expected answer: 96
Correct? Yes
Problem: Let's imagine, instead of 55 beach balls being taken by the wind, only 21 beach balls ended up in the ocean. In that case, how many beach balls would be left on the beach?
Mistral 7B:
Reasoning: Initially, there were 80 beach balls. After the gusty period, 21 balls were taken away, leaving 80-21 = <<80-21=59>>59 beach balls on the beach. ### Answer: 59
Expected answer: 59
Correct? Yes
Problem: A chef has a special recipe that calls for 1 tablespoon of salt. He needs to prepare thirty identical meals plus an extra one for tasting purposes. In total, how many tablespoons of salt would he be needing?
Mistral 7B:
Reasoning: The chef needs to prepare 30 meals for his customers and 1 meal for tasting. So, he needs 30*1 + 1 = <<30*1+1=31>>31 tablespoons of salt. ### Answer: 31
Expected answer: 31
Correct? Yes
Problem: After preparing a total of 31 meals, the chef realizes he has a large container filled with 60 tablespoons of salt. Given the amount of salt he has already used, how many tablespoons does he have left in the container after making the meals?
Mistral 7B:
Reasoning: The chef has used 31 tablespoons of salt for the 31 meals. So, he has 60 - 31 = <<60-31=29>>29 tablespoons of salt left in the container. ### Answer: 29
Expected answer: 29
Correct? Yes
Problem: Sarah had 40 pens at the beginning of the month. Over the course of the month, she gave away 27 pens to her friends. Later, in a pen collection competition, Sarah noticed that the winner had 51 pens. How many more pens does she need to have in order to match the winner's collection?
Mistral 7B:
Reasoning: Sarah had 40-27 = <<40-27=13>>13 pens left after giving some away. The winner has 51-13 = <<51-13=38>>38 pens. Sarah needs 38-13 = <<38-13=25>>25 more pens to match the winner's collection. ### Answer: 25
Expected answer: 38
Correct? No
Problem: In a towel factory, 12 new towels are produced in the morning and 35 more in the afternoon. In a separate section of the factory, there are already 8 towels that have been produced. How many towels are there in total in the factory?
Mistral 7B:
Reasoning: In the morning, 12 towels are produced, and in the afternoon, 35 more towels are produced, making a total of 12 + 35 = <<12+35=47>>47 towels produced in the factory during the day. Since there are already 8 towels in the factory, the total number of towels in the factory is 47 + 8 = <<47+8=55>>55. ### Answer: 55
Expected answer: 55
Correct? Yes
Problem: In the towel factory, an updated report shows that instead of 35 towels, 73 new towels were actually produced in the afternoon, while the number of towels produced in the morning remains the same (12 towels). Keeping in mind that 8 towels were already produced, how many towels are there in total in the factory now?
Mistral 7B:
Reasoning: In the morning, 12 towels are produced, and in the afternoon, 73 more towels are produced, making a total of 12 + 73 = <<12+73=85>>85 towels produced in the factory during the day. Since there were already 8 towels in the factory, the total number of towels in the factory is 85 + 8 = <<85+8=93>>93. ### Answer: 93
Expected answer: 93
Correct? Yes
Problem: A helicopter depot has 75 fuel tanks in storage. After a large fleet of helicopters refuel, there are only 44 tanks left. How many fuel tanks were used?
Mistral 7B:
Reasoning: The number of fuel tanks used is the difference between the initial number of tanks and the remaining number of tanks. The number of fuel tanks used = 75 - 44 = <<75-44=31>>31. ### Answer: 31
Expected answer: 31
Correct? Yes
Problem: In the same helicopter depot scenario, suppose we start with the same amount of 75 fuel tanks in storage. But this time, after a different group of helicopters refuel, there are 22 tanks left instead of 44. Now, how many fuel tanks were used?
Mistral 7B:
Reasoning: The number of fuel tanks used is the difference between the initial number of tanks and the remaining number of tanks. The number of fuel tanks used = 75 - 22 = <<75-22=53>>53. ### Answer: 53
Expected answer: 53
Correct? Yes
Problem: In the magical land of Unica, 33 unicorns have been spotted in the morning and the same number of unicorns are seen again in the afternoon. A pair of rare twin unicorns has joined the unicorns. How many unicorns are in Unica in total?
Mistral 7B:
Reasoning: In the morning and afternoon, there are 33 unicorns each time, so there are 33*2 = <<33*2=66>>66 unicorns in total for the day. The pair of rare twin unicorns adds 2 more unicorns, so the total number of unicorns in Unica is 66+2 = <<66+2=68>>68. ### Answer: 68
Expected answer: 68
Correct? Yes
Problem: In the magical land of Unica, consider again the unicorns that were spotted. Supposedly instead of 33 unicorns in the morning, there were actually 58 unicorns. The same number of 33 unicorns are still seen in the afternoon, and the pair of rare twin unicorns is still there. Now, how many unicorns are in Unica in total?
Mistral 7B:
Reasoning: In the morning, there are 58 unicorns, and in the afternoon, there are 33 unicorns. So, the total number of unicorns in Unica is 58+33 = <<58+33=91>>91. The pair of rare twin unicorns adds 2 more unicorns, so the total number of unicorns in Unica is 91+2 = <<91+2=93>>93. ### Answer: 93
Expected answer: 93
Correct? Yes
Problem: Galaxy Man, a superhero, has been on 94 missions since he started his career. In 18 of these missions, he had to collaborate with other superheroes. How many missions did Galaxy Man complete on his own?
Mistral 7B:
Reasoning: Galaxy Man collaborated with other superheroes in 18 missions. So, he completed the remaining missions alone. 94 - 18 = <<94-18=76>>76 missions were completed by Galaxy Man alone. ### Answer: 76
Expected answer: 76
Correct? Yes
Problem: If instead of 94 missions, Galaxy Man had only been on 28 missions since the start of his career, with the same 18 missions involving other superheroes, how many missions would Galaxy Man have completed alone?
Mistral 7B:
Reasoning: Galaxy Man collaborated with other superheroes in 18 missions. So, he completed the remaining missions alone. 28 - 18 = <<28-18=10>>10 missions were completed by Galaxy Man alone. ### Answer: 10
Expected answer: 10
Correct? Yes
Problem: You have a total of 92 pairs of earrings in your collection. After hosting a flea market, you sold 45 pairs. How many pairs of earrings do you have left in your collection?
Mistral 7B:
Reasoning: You sold 45 pairs of earrings, so you have 92 - 45 = <<92-45=47>>47 pairs of earrings left in your collection. ### Answer: 47
Expected answer: 47
Correct? Yes
Problem: Imagine instead of 92 pairs of earrings, you originally had 48 pairs in your collection. After selling 45 pairs in the flea market, how many pairs of earrings do you have left now in your collection?
Mistral 7B:
Reasoning: You sold 45 pairs of earrings, so you have 48 - 45 = <<48-45=3>>3 pairs of earrings left in your collection. ### Answer: 3
Expected answer: 3
Correct? Yes
Problem: In a new game, a player has just earned 12 XP points. To level up, the player needs a total of 73 XP points plus the initial amount they just earned. How many XP points does the player need to level up?
Mistral 7B:
The player needs 73 + 12 = <<73+12=85>>85 XP points to level up. ### Answer: 85
Expected answer: 85
Correct? Yes
Problem: The player, unfortunately, encounters a penalty and loses 33 XP points from the required total. How many XP points does the player need to level up now?
Mistral 7B:
The player now needs 85 - 33 = <<85-33=52>>52 XP points to level up. ### Answer: 52
Expected answer: 52
Correct? Yes
Problem: Suppose the player initially earned 24 XP instead of the previous 12 XP. Following the same game rules, how many XP points would the player need to level up now?
Mistral 7B:
The player already has 24 XP points, so they need 73 - 24 = <<73-24=49>>49 more XP points to level up. ### Answer: 49
Expected answer: 97
Correct? No
Problem: In a fantastical kingdom, there are 10 dragons. One day, 89 dragons from distant lands come to the kingdom for a grand gathering. How many dragons were in the kingdom after the gathering?
Mistral 7B:
Reasoning: Initially, there were 10 dragons in the kingdom. After the gathering, there were 89+10 = <<89+10=99>>99 dragons in the kingdom. ### Answer: 99
Expected answer: 99
Correct? Yes
Problem: Considering that originally, there were 10 dragons in the kingdom and instead of having 89 additional dragons arriving, only 10 more dragons came for the grand gathering. How many dragons were in the kingdom for the gathering then?
Mistral 7B:
Reasoning: If only 10 more dragons came for the gathering, the total number of dragons in the kingdom during the gathering would be 10 (original dragons) + 10 (additional dragons) = <<10+10=20>>20 dragons. ### Answer: 20
Expected answer: 20
Correct? Yes
Problem: Emily loves to pass her time by watching TV. One day, she decided to do a marathon of her favorite series. On the first day, she watched 34 episodes. Overwhelmed by the suspense, on the next day she watched 61 more episodes. How many episodes did Emily watch in total?
Mistral 7B:
Reasoning: Emily watched 34 episodes on the first day and 61 episodes on the second day. Emily watched 34+61 = <<34+61=95>>95 episodes in total. ### Answer: 95
Expected answer: 95
Correct? Yes
Problem: Emily realized that she had made an error. Actually, on the first day, she had watched 23 episodes and not 34. With the 61 more episodes she watched the next day, how many episodes did Emily watch in total now?
Mistral 7B:
Reasoning: Emily watched 23 episodes on the first day and 61 episodes on the second day. Emily watched 23+61 = <<23+61=84>>84 episodes in total. ### Answer: 84
Expected answer: 84
Correct? Yes
Problem: In a magical realm, a total of 58 dragons exist. However, 13 of them decided to migrate to another realm. How many dragons remain in the original realm?
Mistral 7B:
### Answer: 58 - 13 = 45
Expected answer: 45
Correct? Yes
Problem: In the same magical realm, let's now consider a slightly altered scenario. What if, instead of 13 dragons leaving, only 1 dragon had migrated to another realm? How many dragons would remain in the original realm then?
Mistral 7B:
### Answer: 58 - 1 = 57
Expected answer: 57
Correct? No
Problem: A town's water reservoir contains 87 million liters of water. To supply water for various needs, the town decides to use 73 million liters of water from the reservoir. What is the remaining amount of water in the reservoir in millions of liters?
Mistral 7B:
Reasoning: The town uses 73 million liters of water, so the remaining amount of water in the reservoir is 87 - 73 = <<87-73=14>>14 million liters. ### Answer: 14
Expected answer: 14
Correct? Yes
Problem: After considering the water needs of the town more carefully, it turns out the town only decided to use 22 million liters of water from the reservoir, as opposed to 73 million liters previously calculated. What is the remaining amount of water in the reservoir in million liters under this revised estimate?
Mistral 7B:
Reasoning: The town uses 22 million liters of water, so the remaining amount of water in the reservoir is 87 - 22 = <<87-22=65>>65 million liters. ### Answer: 65
Expected answer: 65
Correct? Yes
Problem: In a rocket science laboratory, there were originally 40 components. However, due to an experiment, 29 components were used up and are no longer available. Afterward, the laboratory received a new delivery with an extra 47 components. what is the total number of components in the laboratory now?
Mistral 7B:
Reasoning: Initially, there were 40 components. After the experiment, 29 components were used up, leaving 40-29 = <<40-29=11>>11 components. After the new delivery, there were 11+47 = <<11+47=58>>58 components in the laboratory. ### Answer: 58
Expected answer: 58
Correct? Yes
Problem: Building on the previous scenario, in the rocket science laboratory, after counting the total number of components now available, they decided to further increase their stock. They received an additional shipment containing 14 more components. How many components does the laboratory have in total now?
Mistral 7B:
Reasoning: After the new delivery, there were 58 components in the laboratory. After receiving an additional shipment with 14 components, the total number of components in the laboratory is 58+14 = <<58+14=72>>72. ### Answer: 72
Expected answer: 72
Correct? Yes
Problem: In the original scenario at the rocket science laboratory, let's revise the number of components used up in the experiment. Instead of using 29 components, they only used 11 components from the original 40. The laboratory still received the new delivery with an extra 47 components afterwards. What is the total number of components in the laboratory now?
Mistral 7B:
Reasoning: Initially, there were 40 components. After the experiment, 11 components were used up, leaving 40-11 = <<40-11=29>>29 components. After the new delivery, there were 29+47 = <<29+47=76>>76 components in the laboratory. ### Answer: 76
Expected answer: 76
Correct? Yes
Problem: Maria has a garden and she grows tomatoes. This month she picked 68 tomatoes from her plants. At the same time, her neighbour Karen shared that she picked 64 tomatoes from her plants this month. How many more tomatoes did Maria pick than Karen?
Mistral 7B:
Reasoning: Maria picked 68 tomatoes and Karen picked 64 tomatoes. The difference in the number of tomatoes picked by Maria and Karen is 68 - 64 = <<68-64=4>>4 tomatoes. ### Answer: 4
Expected answer: 4
Correct? Yes
Problem: Maria's brother decided to grow tomatoes too. This month he picked 81 tomatoes from his plants. Karen didn't pick any additional tomatoes since we last checked, and still has 64 tomatoes. How many more tomatoes did Maria's brother pick than Karen?
Mistral 7B:
Reasoning: Maria's brother picked 81 tomatoes, and Karen has 64 tomatoes. The difference in the number of tomatoes picked by Maria's brother and the number of tomatoes Karen has is 81 - 64 = <<81-64=17>>17 tomatoes. ### Answer: 17
Expected answer: 17
Correct? Yes
Problem: In a forest, there are 7 adults wolves and 77 cubs. The wolf population, denoted with w, is equal to 7 (adults wolves) + 77 (cubs). One winter, 40 wolves migrated to another forest, decreasing the population. How many wolves are left in the forest now?
Mistral 7B:
Reasoning: Initially, there were 7 adults wolves and 77 cubs, making a total of 84 wolves. After migration, 40 wolves left the forest, so the remaining number of wolves is 84 - 40 = <<84-40=44>>44. ### Answer: 44
Expected answer: 44
Correct? Yes
Problem: In a forest, there are 7 adults wolves and 77 cubs. The wolf population, denoted with w, is equal to 7 (adults wolves) + 77 (cubs). One winter, 40 wolves migrated to another forest, decreasing the population. Then later, a pack of 14 wolves moved to a mountainside. How many wolves are left in the forest now?
Mistral 7B:
Reasoning: Initially, there were 7 adults wolves and 77 cubs, making a total of 84 wolves. After migration, 40 wolves left the forest, so the remaining number of wolves is 84 - 40 = 44. Then, a pack of 14 wolves moved to a mountainside, so the number of wolves left in the forest is 44 - 14 = <<44-14=30>>30. ### Answer: 30
Expected answer: 30
Correct? Yes
Problem: In the same forest, there were initially 7 adult wolves but this time, there were different number of cubs: 68 cubs instead of 77. As before, one winter, 40 wolves migrated to another forest. How many wolves are left in the forest now?
Mistral 7B:
Reasoning: Initially, there were 7 adults wolves and 68 cubs, making a total of 75 wolves. After migration, 40 wolves left the forest, so the remaining number of wolves is 75 - 40 = <<75-40=35>>35. ### Answer: 35
Expected answer: 35
Correct? Yes
Problem: You have baked 75 cookies for an event. By the time you finish baking, you realize you have enough dough left to make 10 more cookies. How many cookies have you baked in total, including the 10 extras?
Mistral 7B:
Reasoning: Initially, you baked 75 cookies. Then, you baked an additional 10 cookies. Total cookies baked = Initial cookies + Extra cookies = 75 + 10 = <<75+10=85>>85. ### Answer: 85
Expected answer: 85
Correct? Yes
Problem: In the previous situation, you had made 75 cookies for an event. But what if initially, you had only baked 75 cookies, and then decided to bake an additional 4 cookies with the leftover dough. How many cookies would you have in total then?
Mistral 7B:
Reasoning: Initially, you baked 75 cookies. Then, you baked an additional 4 cookies with the leftover dough. Total cookies baked = Initial cookies + Extra cookies = 75 + 4 = <<75+4=79>>79. ### Answer: 79
Expected answer: 79
Correct? Yes
Problem: A carpenter needs to make some tables. He initially has 78 boards of wood but uses 73 to prepare for the construction. He later realizes he has 99 potential orders but the current boards of wood he has are not enough to meet this demand. How many additional boards does he need to perfectly meet all the orders?
Mistral 7B:
Reasoning: The carpenter initially has 78-73 = <<78-73=5>>5 fewer boards than he needs to meet all the orders. He needs 99 - 78 = <<99-78=21>>21 more boards to perfectly meet all the orders. ### Answer: 21
Expected answer: 94
Correct? No
Problem: One evening, a young astronomer counted 1 star in a small area of the sky. Then, he noticed that 5 more stars gradually became visible as his eyes adjusted to the darkness. After an hour, a meteor shower began and he spotted 28 more stars. How many stars did the astronomer see in total during that evening?
Mistral 7B:
Reasoning: The astronomer initially saw 1 star. Then, 5 more stars became visible, making it a total of 1+5=<<1+5=6>>6 stars. After an hour, he saw 28 more stars due to the meteor shower, making it a total of 6+28=<<6+28=34>>34 stars. ### Answer: 34
Expected answer: 34
Correct? Yes
Problem: The young astronomer then noticed that a cloud drifted across the sky, temporarily covering 27 of the stars he had been observing. After the cloud passed, how many stars were left visible to him?
Mistral 7B:
Reasoning: The astronomer initially saw 34 stars, but a cloud covered 27 of them, leaving 34-27=<<34-27=7>>7 stars visible after the cloud passed. ### Answer: 7
Expected answer: 7
Correct? Yes
Problem: It was David's birthday and he had 40 gifts in his room. Later in the day, his friends surprised him with 26 more gifts. How many gifts does David have in total?
Mistral 7B:
Reasoning: David initially had 40 gifts, and his friends added 26 more gifts. Total gifts = Initial gifts + Gifts from friends = 40 + 26 = <<40+26=66>>66 gifts. ### Answer: 66
Expected answer: 66
Correct? Yes
Problem: After opening the gifts, David decided to donate some of them to a local charity. He kept 44 gifts and donated the rest. How many gifts did he donate?
Mistral 7B:
Reasoning: David had a total of 66 gifts, and he kept 44 of them. Gifts donated = Total gifts - Kept gifts = 66 - 44 = <<66-44=22>>22 gifts. ### Answer: 22
Expected answer: 22
Correct? Yes
Problem: Let's say it was not David's birthday, but it was instead his friend Mark's birthday. Mark received initially 69 gifts. Later, his friends surprised him with the same amount of 26 more gifts which David received. How many gifts does Mark have in total now?
Mistral 7B:
Reasoning: Mark initially had 69 gifts, and his friends added 26 more gifts, just like David. Total gifts = Initial gifts + Gifts from friends = 69 + 26 = <<69+26=95>>95 gifts. ### Answer: 95
Expected answer: 95
Correct? Yes
Problem: An author is writing a mini novel. She managed to write 74 pages in the first session. Energized by the progress, she decides to write 16 more pages. How many pages has she written in total?
Mistral 7B:
Reasoning: The author wrote 74 pages in the first session. Then, she wrote 16 more pages. So, the total number of pages she has written is 74 + 16 = <<74+16=90>>90 pages. ### Answer: 90
Expected answer: 90
Correct? Yes
Problem: The author, after finishing her writing session, felt inspired and decided to add a one-page introduction to her mini novel. How many pages does the novel have now including the introduction?
Mistral 7B:
Reasoning: The author wrote 74 pages in the first session, then added 16 more pages, and finally added a one-page introduction. So, the total number of pages in the novel is 74 + 16 + 1 = <<74+16+1=91>>91 pages. ### Answer: 91
Expected answer: 91
Correct? Yes
Problem: After reflecting on her work, the author decides that she should have originally written 79 pages in the first session instead of 74. Keeping the additional 16 pages she wrote after, how many total pages of the novel does she have before adding the one-page introduction?
Mistral 7B:
Reasoning: The author originally should have written 79 pages in the first session. Then, she wrote 16 more pages. So, the total number of pages she has written before adding the one-page introduction is 79 + 16 = <<79+16=95>>95 pages. ### Answer: 95
Expected answer: 95
Correct? Yes
Problem: In a large hotel, there are 60 rooms. The hotel decides to expand and add an additional 22 rooms. How many rooms does the hotel have after the expansion?
Mistral 7B:
The hotel has 60+22 = <<60+22=82>>82 rooms after the expansion. ### Answer: 82
Expected answer: 82
Correct? Yes
Problem: After the initial expansion, the hotel owner plans to make an additional special expansion by adding more rooms, but less than the previous expansion. If the hotel owner added 11 rooms instead of 22 rooms during the first expansion, how many rooms would the hotel have after the first expansion?
Mistral 7B:
If the hotel owner added 11 rooms instead of 22 rooms during the first expansion, the hotel would have 60+11 = <<60+11=71>>71 rooms after the first expansion. ### Answer: 71 utsch!
Expected answer: 71
Correct? Yes
Problem: There were 70 children in the park. Some of them left, leaving only 27 children. Later, 31 more kids left the park. How many children are left in the park now?
Mistral 7B:
Reasoning: Initially, there were 70 children in the park. After some left, there were 27 children left. Then, 31 more kids left the park. So, the number of children left now is 27 - 31 = <<27-31=-4>>-4 children. However, since the number of children cannot be negative, there must have been a mistake in the question. The number of children left in the park should be 70 - 27 - 31 = <<70-27-31=12>>12 children. ### Answer: 12 (This answer is based on the assumption that there was a mistake in the question and the number of children left after the first departure should have been 27 instead of 31.)
Expected answer: 12
Correct? Yes
Problem: Following the earlier scenario: there were 70 children in the park. Some children left, leaving only 27 children. Later, 31 more kids left the park. Then, for each child left in the park, one unidentified bird flew in and landed near them. How many birds are there now in the park?
Mistral 7B:
Reasoning: Initially, there were 70 children in the park. After some children left, there were 27 children left. Then, 31 more kids left the park. So, the number of children left in the park is 27 - 31 = <<27-31=-4>>-4. Since the number of children cannot be negative, there must have been a mistake in the question. The number of children left in the park should be 70 - 27 - 31 = <<70-27-31=12>>12 children. For each child left in the park, one unidentified bird flew in and landed near them. So, the number of birds in the park is 12 (number of children left) * 1 (number of birds per child) = <<12*1=12>>12 birds. ### Answer: 12
Expected answer: 12
Correct? Yes
Problem: Following the earlier scenario: Initially, there were 83 children in the park instead of 70. Some children left, leaving 27 kids behind. Later, 31 more children left the park. How many children are left in the park now?
Mistral 7B:
Reasoning: Initially, there were 83 children in the park. After some children left, there were 27 children left. Then, 31 more children left the park. So, the number of children left now is 83 - 27 - 31 = <<83-27-31=25>>25 children. ### Answer: 25
Expected answer: 25
Correct? Yes
Problem: In a beehive, there is a total of 48 bees. One day, 29 drones left the beehive for collecting pollen. How many bees are left in the beehive?
Mistral 7B:
Reasoning: The number of bees that left the beehive is 29. The number of bees that are still in the beehive is the total number of bees minus the number of bees that left. So, the number of bees left in the beehive is 48 - 29 = <<48-29=19>>19. ### Answer: 19
Expected answer: 19
Correct? Yes
Problem: Instead of the original total of 48 bees in the beehive, let's consider that initially there were 89 bees. Then 29 drone bees left for a pollen gathering mission. How many bees were left in the beehive after the drones departed in this case?
Mistral 7B:
Reasoning: The number of bees that left the beehive is 29. The number of bees that are still in the beehive is the total number of bees minus the number of bees that left. So, the number of bees left in the beehive is 89 - 29 = <<89-29=60>>60. ### Answer: 60
Expected answer: 60
Correct? Yes
Problem: A school initially had 35 erasers. But after a few classes and some craft projects, 22 erasers got used up. How many erasers are left at the school?
Mistral 7B:
Reasoning: The number of erasers left is the initial number of erasers minus the number of erasers used up. The number of erasers left = 35 - 22 = <<35-22=13>>13 erasers. ### Answer: 13
Expected answer: 13
Correct? Yes
Problem: A school initially had 35 erasers. But after a few classes and some craft projects, 22 erasers got used up. How many erasers are left at the school? Then, a generous donor contributed an additional 39 erasers to the school. What is the total number of erasers at the school now?
Mistral 7B:
Reasoning: First, we find out how many erasers are left after the initial erasers got used up: The number of erasers left = 35 - 22 = <<35-22=13>>13 erasers. Then, we add the additional erasers donated: The total number of erasers = 13 + 39 = <<13+39=52>>52 erasers. ### Answer: 52
Expected answer: 52
Correct? Yes
Problem: In the earlier scenario, the school initially had 35 erasers. But what if the school had originally started with 58 erasers instead? After a few classes and some craft projects, 22 erasers got used up. How many erasers would be left at the school in this case?
Mistral 7B:
Reasoning: The number of erasers left is the initial number of erasers minus the number of erasers used up. The number of erasers left = 58 - 22 = <<58-22=36>>36 erasers. ### Answer: 36
Expected answer: 36
Correct? Yes
Problem: There were 75 beds in a large hostel. Over time, 55 of them became old and were removed for refurbishment. How many beds are currently available in the hostel now?
Mistral 7B:
Reasoning: The number of beds currently available is the total number of beds minus the number of beds that were removed for refurbishment. ### Answer: 75 - 55 = <<75-55=20>>20 beds are currently available in the hostel.
Expected answer: 20
Correct? Yes
Problem: After the refurbishment, a generous sponsor donated an additional set of beds to the hostel. The number of these new beds plus the remaining beds equals the original number, 75. How many beds were donated by the sponsor?
Mistral 7B:
Reasoning: Let x be the number of new beds donated. The total number of beds after the donation is 75 + x. Since the total number of beds after the donation equals the original number, we have the equation: 75 + x = 75. Solving for x, we get x = 0. However, since it is not possible to donate 0 beds, there must have been a mistake in the question. The number of new beds donated should be greater than 0. ### Answer: The number of new beds donated is greater than 0, but the question contains an error.
Expected answer: 55
Correct? No
Problem: On Monday, the speed of the wind was measured to be 71 kilometers per hour. The speed of the wind then decreased by 53 kilometers per hour. What was the speed of the wind after the decrease?
Mistral 7B:
Reasoning: The speed of the wind after the decrease is the original speed minus the decrease in speed. The speed of the wind after the decrease is 71 - 53 = <<71-53=18>>18 kilometers per hour. ### Answer: 18 kilometers per hour.
Expected answer: 18
Correct? Yes
Problem: Instead of a decrease of 53 kilometers per hour, what would the speed of the wind have been if it had only decreased by 45 kilometers per hour?
Mistral 7B:
Reasoning: The speed of the wind after a decrease of 45 kilometers per hour is the original speed minus the decrease in speed. The speed of the wind after the decrease is 71 - 45 = <<71-45=26>>26 kilometers per hour. ### Answer: 26 kilometers per hour.
Expected answer: 26
Correct? Yes
Problem: Oliver has 18 oranges. He visits the orange grove and collects an additional 44 oranges. How many oranges does Oliver have now?
Mistral 7B:
Reasoning: Oliver initially had 18 oranges, and then he collected 44 more oranges. Oliver now has 18+44 = <<18+44=62>>62 oranges. ### Answer: 62
Expected answer: 62
Correct? Yes
Problem: Oliver has 18 oranges. He visits the orange grove and collects an additional 44 oranges. Unfortunately, while trying to carry his oranges home, he loses 50 of them along the way. How many oranges does Oliver have left now?
Mistral 7B:
Reasoning: Oliver initially had 18 oranges, collected 44 more, but lost 50 on the way home. Oliver now has 18+44-50 = <<18+44-50=26>>26 oranges. ### Answer: 26 utschke123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567
Expected answer: 12
Correct? No
Problem: Previously we considered a scenario where Oliver initially had 18 oranges. Now imagine if initially, Oliver had 36 oranges instead. He visits the same orange grove and collects an additional 44 oranges. How many oranges does Oliver have now?
Mistral 7B:
Reasoning: Oliver initially had 36 oranges, and then he collected 44 more oranges. Oliver now has 36+44 = <<36+44=80>>80 oranges. ### Answer: 80 utsch! 80 oranges
Expected answer: 80
Correct? Yes
Problem: Tommy has a collection of 70 toy cars. One day, he decides to give 22 of his toy cars to his younger brother. How many toy cars does Tommy have left in his collection?
Mistral 7B:
Tommy has 70 - 22 = <<70-22=48>>48 toy cars left in his collection. ### Answer: 48
Expected answer: 48
Correct? Yes
Problem: After giving 22 of his toy cars to his younger brother, Tommy visits a toy store and discovers a toy car that he must have. It costs 61 toy cars for a trade. Does Tommy have enough toy cars left to trade for the new one? If not, how many more does he need?
Mistral 7B:
Tommy needs 61 - 48 = <<61-48=13>>13 more toy cars to trade for the new one. ### Answer: 13
Expected answer: 13
Correct? Yes
Problem: Instead of giving 22 toy cars to his younger brother, Tommy decides to only give away 17 of his toy cars. How many toy cars does Tommy have left in his collection now?
Mistral 7B:
Tommy has 70 - 17 = <<70-17=53>>53 toy cars left in his collection. ### Answer: 53 utsch!
Expected answer: 53
Correct? Yes
Problem: The Strawberry farm was initially home to 87 Strawberry plants. However, some of them were affected by a disease and 41 plants were lost. Jacob added 8 new Strawberry plants more. How many Strawberry plants are there on the farm now?
Mistral 7B:
Reasoning: Initially, there were 87 Strawberry plants. After losing 41 plants due to the disease, there were 87-41 = <<87-41=46>>46 plants left. Then, 8 new plants were added, so there are now 46+8 = <<46+8=54>>54 Strawberry plants on the farm. ### Answer: 54
Expected answer: 54
Correct? Yes
Problem: Revisiting the first scenario, suppose instead of 41, only 22 Strawberry plants were affected by the disease in the Strawberry farm originally home to 87 plants. Now, consider Jacob still adding 8 new Strawberry plants to the farm. How many Strawberry plants are there on the farm now?
Mistral 7B:
Reasoning: Initially, there were 87 Strawberry plants. After losing 22 plants due to the disease, there were 87-22 = <<87-22=65>>65 plants left. Then, 8 new plants were added, so there are now 65+8 = <<65+8=73>>73 Strawberry plants on the farm. ### Answer: 73
Expected answer: 73
Correct? Yes
Problem: A scientist discovered a new dinosaur species. He found 34 of them. Soon after, he found another group of the same kind of dinosaurs that also had 34. How many dinosaurs of this new species did the scientist find in total?
Mistral 7B:
Reasoning: The scientist found 34 dinosaurs in the first group and another 34 dinosaurs in the second group. ### Answer: 68 (34 + 34 = 68)
Expected answer: 68
Correct? Yes
Problem: After discovering the initial groups of the new dinosaur species, the scientist found an additional nest. There were 6 more dinosaurs in this nest. How many dinosaurs of this new species has the scientist found in total now?
Mistral 7B:
Reasoning: The scientist found 34 dinosaurs in the first group, 34 dinosaurs in the second group, and 6 dinosaurs in the third nest. ### Answer: 74 (34 + 34 + 6 = 74)
Expected answer: 74
Correct? Yes
Problem: In the previous problem, the scientist initially discovered groups of 34 dinosaurs each. Now consider the scenario where instead of finding 34 in each group, the scientist found 37 dinosaurs in each group. How many dinosaurs of this new species would the scientist have found in total in this case?
Mistral 7B:
Reasoning: The scientist found 37 dinosaurs in the first group and another 37 dinosaurs in the second group. ### Answer: 74 (37 + 37 = 74)
Expected answer: 74
Correct? Yes
Problem: The beach had 82 brightly colored balls spread around today. As the day ended, 28 balls were lost or damaged leaving a certain number intact. How many beach balls are remaining, undamaged?
Mistral 7B:
Reasoning: The number of remaining beach balls is the total number of balls minus the number of lost or damaged balls. The number of remaining beach balls is 82 - 28 = <<82-28=54>>54. ### Answer: 54
Expected answer: 54
Correct? Yes
Problem: The initial count of beach balls might have been a little off. It turns out that the number of lost or damaged balls was not 28 but actually 60. If that is the case, how many beach balls would be left undamaged on the beach?
Mistral 7B:
Reasoning: The number of remaining beach balls is the total number of balls minus the number of lost or damaged balls. The number of remaining beach balls is 82 - 60 = <<82-60=22>>22. ### Answer: 22
Expected answer: 22
Correct? Yes
Problem: A wizard has collected 53 magical artifacts over his lifetime. He decides to give out some of them to apprentice wizards. If he gives out 12 artifacts, how many will he have left?
Mistral 7B:
Reasoning: The wizard gave out 12 artifacts, so he has 53-12 = <<53-12=41>>41 artifacts left. ### Answer: 41
Expected answer: 41
Correct? Yes
Problem: After giving out 12 artifacts to apprentice wizards, the wizard discovers a hidden chamber in his magical lair, revealing an additional 4 artifacts he had forgotten about. How many artifacts does he have now?
Mistral 7B:
Reasoning: The wizard initially had 53 artifacts, gave out 12, and found 4 more. So, he now has 53-12+4 = <<53-12+4=47>>47 artifacts. ### Answer: 47
Expected answer: 45
Correct? No
Problem: In the hidden chamber he found, the wizard initially thought there were 15 artifacts. However, they were stacked haphazardly, and upon recounting, he realized he made a mistake and there were actually 12 artifacts, not 15. How many fewer artifacts were there in the hidden chamber than he initially thought?
Mistral 7B:
Reasoning: The wizard initially thought there were 15 artifacts, but there were actually 12. So, there were 15-12 = <<15-12=3>>3 fewer artifacts than he initially thought. ### Answer: 3
Expected answer: 3
Correct? Yes
Problem: Maria has a box that used to contain 68 rings. One day, she lost some of the rings and now there are only 26 rings remaining in the box. How many rings did Maria lose?
Mistral 7B:
Reasoning: The number of rings Maria lost is the difference between the initial number of rings and the current number of rings. Maria lost 68 - 26 = <<68-26=42>>42 rings. ### Answer: 42
Expected answer: 42
Correct? Yes
Problem: The moon is 40 light years away from an alien planet. A spaceship travels 18 light years towards the moon. How many light years is it now from the moon?
Mistral 7B:
Reasoning: The spaceship has traveled 18 light years towards the moon, so it is now 40-18 = <<40-18=22>>22 light years away from the moon. ### Answer: 22
Expected answer: 22
Correct? Yes
Problem: The space agency decides that in a hypothetical scenario, the moon was actually only 27 light years away from the alien planet. If the spaceship still traveled 18 light years towards the moon in this scenario, how many light years would it be from the moon then?
Mistral 7B:
Reasoning: In this scenario, the spaceship would be 27-18 = <<27-18=9>>9 light years away from the moon. ### Answer: 9
Expected answer: 9
Correct? Yes
Problem: At a window factory, there are 41 windows made in the morning. But 21 of them were found to be defective and had to be discarded. How many windows are left in the end?
Mistral 7B:
Reasoning: The factory made 41 windows in the morning, but 21 of them were defective and discarded. So, there are 41 - 21 = <<41-21=20>>20 windows left in the end. ### Answer: 20
Expected answer: 20
Correct? Yes
Problem: The window factory who earlier made 41 windows, out of which 21 were defective, received an urgent order for 86 windows. After using the windows they had left, how many more windows does the factory need to produce to fulfill the order?
Mistral 7B:
Reasoning: The factory had 41 - 21 = <<41-21=20>>20 windows left after discarding the defective ones. They used some of these windows to fulfill the order of 86 windows, leaving us with the question of how many more windows they need to produce. Let x be the number of windows they used from the remaining 20. Then, the number of windows they have left after using x windows is 20 - x. We know that the number of windows they have left after using x windows is equal to the number of windows they need to produce to fulfill the order of 86 windows. So, we can write the equation: 20 - x = 86. Solving for x, we get x = 86 - 20 = <<86-20=66>>66. ### Answer: 66 utschke
Expected answer: 66
Correct? Yes
Problem: In the previous situation, the window factory had originally made 76 windows instead of 41. After discarding the defective ones as before, how many windows would be left now?
Mistral 7B:
Reasoning: The factory made 76 windows in the morning, but 21 of them were defective and discarded. So, there are 76 - 21 = <<76-21=55>>55 windows left in the end. ### Answer: 55
Expected answer: 55
Correct? Yes
Problem: A gardener has 88 beautiful roses in the garden. One morning, he finds that some of them are missing and now there are only 84 roses left. How many of the roses are missing from the garden?
Mistral 7B:
Reasoning: The gardener initially had 88 roses, but now there are only 84 roses left. The number of missing roses is 88 - 84 = <<88-84=4>>4. ### Answer: 4
Expected answer: 4
Correct? Yes
Problem: In the same garden, the gardener later checked his dahlias. Initially there were 88 dahlias but then he found that some daisies were missing as well, leaving only 75 dahlias left in the garden. How many dahlias are missing from the garden?
Mistral 7B:
Reasoning: The gardener initially had 88 dahlias, but now there are only 75 dahlias left. The number of missing dahlias is 88 - 75 = <<88-75=13>>13. ### Answer: 13
Expected answer: 13
Correct? Yes
Problem: A helicopter piloting school has 19 students to start with. The school enrolls an equal number of new students during the next intake. How many students are there in the school now?
Mistral 7B:
Reasoning: The number of new students is equal to the number of students already in the school when the new students arrive. So, the number of students in the school now is the initial number of students plus the number of new students. ### Answer: 19 + (19 students) = <<19+(19)=38>>38 students.
Expected answer: 38
Correct? Yes
Problem: As a follow-up, the helicopter piloting school had initially wanted to enroll a total of 93 students. However, after enrolling the new batch, they are short of some students. How many more students does the school need to reach its target of 93 students?
Mistral 7B:
Reasoning: The school currently has 19 students, and they enrolled an equal number of new students, making the total number of students 19 + (19 students) = <<19+(19)=38>>38 students. To reach the target of 93 students, the school needs 93 - 38 = <<93-38=55>>55 more students. ### Answer: 55 more students.
Expected answer: 55
Correct? Yes
Problem: As a follow-up, let's change the initial number of students at the helicopter piloting school. Instead of 19 students, what if we started with 30 students and enrolled an equal number of new students during the next intake? In this scenario, how many students would there be in the school now?
Mistral 7B:
Reasoning: The number of new students is equal to the number of students already in the school when the new students arrive. So, the number of students in the school now is the initial number of students plus the number of new students. ### Answer: 30 + (30 students) = <<30+(30)=60>>60 students.
Expected answer: 60
Correct? No
Problem: In a field, there are 25 bees on the roses and another 25 bees on the daisies. Meanwhile, in a nearby cluster of trees, there are 53 bees in total. After some time, the number of bees in the cluster of trees equals the number of bees in the field subtracted from the original number in the cluster. How many bees are left in the cluster of trees after some time?
Mistral 7B:
Reasoning: Let's first find the total number of bees in the field and the initial number of bees in the cluster of trees. Total bees in the field: 25 bees on roses + 25 bees on daisies = 50 bees Initial number of bees in the cluster of trees: 53 bees After some time, the number of bees in the cluster of trees equals the number of bees in the field minus the initial number of bees in the cluster of trees. Cluster of trees bees - Field bees = Initial cluster bees 53 - (50 - 53) = 53 - 50 + 53 = <<53-50+53=106>>106 bees ### Answer: 106
Expected answer: 3
Correct? No
Problem: Sam has a total of 58 keys on his piano, but 33 of them are broken and can't be used. He finds a way to fix some keys and adds 14 more functional keys to his piano. How many keys on the piano can Sam play after he adds the new ones?
Mistral 7B:
Reasoning: Sam starts with 58 keys, but 33 of them are broken, so he has 58-33 = <<58-33=25>>25 functional keys initially. After adding 14 more functional keys, he now has 25+14 = <<25+14=39>>39 functional keys on his piano. ### Answer: 39
Expected answer: 39
Correct? Yes
Problem: After adding the new keys and playing for a while, Sam decides to expand his music repertoire and needs to play some songs which require a total of 56 keys. How many more keys does he need to fix on his piano in order to play these songs?
Mistral 7B:
Reasoning: Sam needs to play songs that require a total of 56 keys, but he currently has 39 functional keys. So, he needs 56-39 = <<56-39=17>>17 more keys to fix on his piano in order to play these songs. ### Answer: 17
Expected answer: 17
Correct? Yes
Problem: A manufacturer produces 52 binoculars. Unfortunately, due to a production error, 27 binoculars were defective and had to be removed from the stock. The manufacturer managed to produce the same number of binoculars the next day to make up for the losses. After this production, how many binoculars does the manufacturer have now?
Mistral 7B:
Reasoning: The manufacturer produced 52 binoculars initially, but 27 were defective, so they had 52-27 = <<52-27=25>>25 good binoculars. The manufacturer produced the same number of binoculars the next day to make up for the losses, so they now have 25+25 = <<25+25=50>>50 binoculars in total. ### Answer: 50
Expected answer: 50
Correct? Yes
Problem: Continuing the previous scenario, let's imagine a different situation. If originally, the manufacturer had 52 binoculars, but this time only 13 were defective and had to be removed from the stock. The manufacturer maintains their commitment to compensate for defects by producing the same number of binoculars the next day. Now, how many binoculars does the manufacturer have in this case?
Mistral 7B:
Reasoning: The manufacturer produced 52 binoculars initially, but 13 were defective, so they had 52-13 = <<52-13=39>>39 good binoculars. The manufacturer produced the same number of binoculars the next day to make up for the losses, so they now have 39+39 = <<39+39=78>>78 binoculars in total. ### Answer: 78
Expected answer: 78
Correct? Yes
Problem: A truck with a capacity to carry 93 oranges just got a delivery request from a local grocery store. On its way, it dropped 46 oranges due to a small hole in the storage. How many oranges does the truck have now to deliver to the grocery store?
Mistral 7B:
Reasoning: The truck initially had 93 oranges, but it dropped 46 oranges on its way. So, it has 93 - 46 = <<93-46=47>>47 oranges left to deliver to the grocery store. ### Answer: 47
Expected answer: 47
Correct? Yes
Problem: The truck originally had a capacity to carry 95 oranges instead of 93. Just like earlier, it dropped 46 oranges due to the storage hole. In this case, how many oranges does the truck have now to deliver to the grocery store?
Mistral 7B:
Reasoning: The truck initially had 95 oranges, but it dropped 46 oranges on its way. So, it has 95 - 46 = <<95-46=49>>49 oranges left to deliver to the grocery store. ### Answer: 49
Expected answer: 49
Correct? Yes
Problem: A sunglasses store has 68 pairs of sunglasses on display. After a busy day, the store manager realizes that 1 pair has been sold. How many pairs of sunglasses are there left on display at the end of the day?
Mistral 7B:
Reasoning: The store had 68 pairs of sunglasses on display initially. After selling 1 pair, there are 68-1 = <<68-1=67>>67 pairs of sunglasses left on display at the end of the day. ### Answer: 67
Expected answer: 67
Correct? Yes
Problem: Following up from the previous scenario, a new sunglasses store opened, which initially had 41 pairs of sunglasses on display. After the first day, the store manager realizes that just like in the other store, 1 pair has been sold. Considering the new inventory, how many pairs of sunglasses are left on display at this store at the end of its first day?
Mistral 7B:
Reasoning: The new store had 41 pairs of sunglasses on display initially. After selling 1 pair, there are 41-1 = <<41-1=40>>40 pairs of sunglasses left on display at the end of its first day. ### Answer: 40
Expected answer: 40
Correct? Yes
Problem: In a toy shop, there are 46 stuffed animals on display. The shop owner decides to add 35 more stuffed animals to the display from his storage. How many stuffed animals are on display after the shop owner adds the new ones?
Mistral 7B:
Reasoning: The shop owner adds 35 stuffed animals to the original 46 stuffed animals. The total number of stuffed animals on display is 46 + 35 = <<46+35=81>>81 stuffed animals. ### Answer: 81
Expected answer: 81
Correct? Yes
Problem: In the same toy shop scenario, imagine that initially, there were only 23 stuffed animals on display, and the shop owner still adds 35 more from his storage. In this case, how many stuffed animals are on display after the shop owner adds the new ones?
Mistral 7B:
Reasoning: The shop owner adds 35 stuffed animals to the original 23 stuffed animals. The total number of stuffed animals on display is 23 + 35 = <<23+35=58>>58 stuffed animals. ### Answer: 58
Expected answer: 58
Correct? Yes
Problem: A kite festival has a total of 48 small kites and 32 large kites. If there were initially 91 kites available, how many kites were sold before the festival started?
Mistral 7B:
Reasoning: Initially, there were 91 kites available. After the festival, there were 48 small kites and 32 large kites, making a total of 48+32 = <<48+32=80>>80 kites. The number of kites sold before the festival started is the initial number of kites minus the number of kites left after the festival: 91 - 80 = <<91-80=11>>11 kites were sold before the festival started. ### Answer: 11
Expected answer: 11
Correct? Yes
Problem: In continuation of the previous problem, let's say there was another booth selling kites at the festival. Initially, they had 59 kites. After the festival started, they observed that they had sold the same number of kites as the number of kites remaining from the initial batch of 91 kites. How many kites did the second booth have left after these sales?
Mistral 7B:
Reasoning: The second booth sold the same number of kites as the number of kites remaining from the initial batch of 91 kites, which is 91 - 80 = <<91-80=11>>11 kites. The second booth initially had 59 kites, and they sold 11 kites, so they have 59 - 11 = <<59-11=48>>48 kites left after these sales. ### Answer: 48
Expected answer: 48
Correct? Yes
Problem: In a slight change to the previous scenario, suppose that the kite festival actually started with 24 small kites and the same number of large kites, 32, as before. Given that there was still a total of 91 kites initially, how many kites were sold before the festival started now?
Mistral 7B:
Reasoning: Initially, there were 91 kites available. After the festival, there were 24 small kites and 32 large kites, making a total of 24+32 = <<24+32=56>>56 kites. The number of kites sold before the festival started is the initial number of kites minus the number of kites left after the festival: 91 - 56 = <<91-56=35>>35 kites were sold before the festival started. ### Answer: 35
Expected answer: 35
Correct? Yes
Problem: A pirate buries his treasure chest which is 99 paces from the entrance of the cove. After a year, the pirate comes back and finds that due to sudden geologic changes, the cove's entrance moved 32 paces closer to the treasure. How many paces does the pirate now need to walk to reach his treasure?
Mistral 7B:
Reasoning: The pirate initially had to walk 99 paces to reach the treasure. After the geologic changes, the cove's entrance moved 32 paces closer, so the pirate now only needs to walk 99-32 = <<99-32=67>>67 paces to reach the treasure. ### Answer: 67
Expected answer: 67
Correct? Yes
Problem: In the previous scenario, the pirate realized his treasure was 'g' paces away from the cove's entrance after the geologic changes. But, what if the geologic shift wasn't as dramatic and it only brought the cove's entrance 26 paces closer instead of 32 paces to his buried treasure? How many paces would the pirate now need to walk from the cove's entrance to reach his treasure?
Mistral 7B:
Reasoning: The pirate initially had to walk 99 paces to reach the treasure. After the geologic changes, the cove's entrance moved 26 paces closer, so the pirate now only needs to walk 99-26 = <<99-26=73>>73 paces to reach the treasure. ### Answer: 73
Expected answer: 73
Correct? Yes
Problem: There are 37 red marbles in a bag and 44 blue marbles in another bag. How many marbles are there in total if you combine the two bags?
Mistral 7B:
Reasoning: To find the total number of marbles, we add the number of red marbles to the number of blue marbles. Total marbles = 37 (red) + 44 (blue) = <<37+44=81>>81 marbles. ### Answer: 81
Expected answer: 81
Correct? Yes
Problem: In the same bags of marbles mentioned before, imagine if instead there were 10 red marbles while keeping the count of the blue marbles same which was 44. Now, how many marbles would there be in total if you combine the two bags?
Mistral 7B:
Reasoning: To find the total number of marbles, we add the new number of red marbles to the number of blue marbles. Total marbles = 10 (new red) + 44 (blue) = <<10+44=54>>54 marbles. ### Answer: 54 utsch!
Expected answer: 54
Correct? Yes
Problem: A jeweler had 90 rings in their inventory. They sold 25 rings in the morning. In the afternoon, they realized their inventory was 92 rings short of their target for the day. How many rings are they short right now for reaching their target?
Mistral 7B:
Reasoning: The jeweler had 90 rings initially, sold 25 rings in the morning, leaving them with 90-25 = <<90-25=65>>65 rings. In the afternoon, they realized they were 92-65 = <<92-65=27>>27 rings short of their target. ### Answer: 27
Expected answer: 27
Correct? Yes
Problem: In the previous situation, the jeweler started with 90 rings in their inventory and sold 25. Let's consider a new scenario where the jeweler started with the same number of rings, but this time they sold 33 rings instead of 25. Based on this new scenario, how many rings is the jeweler short of their target now?
Mistral 7B:
Reasoning: The jeweler had 90 rings initially, sold 33 rings, leaving them with 90-33 = <<90-33=57>>57 rings. In this new scenario, the jeweler is 92-57 = <<92-57=35>>35 rings short of their target. ### Answer: 35
Expected answer: 35
Correct? Yes
Problem: There are 77 cows standing in a field in Farmer John's farm. Farmer John's neighbor Nancy brings over 19 more cows to graze. How many cows are there in total?
Mistral 7B:
Reasoning: There are initially 77 cows in Farmer John's field. Nancy brings over 19 more cows, so there are now 77+19 = <<77+19=96>>96 cows in the field. ### Answer: 96
Expected answer: 96
Correct? Yes
Problem: Suppose instead of the original 77 cows, Farmer John only had 39 cows in his field initially. If neighboring farmer Nancy still brings over her 19 cows to join them, how many cows would there be in total?
Mistral 7B:
Reasoning: There are initially 39 cows in Farmer John's field. Nancy brings over 19 more cows, so there are now 39+19 = <<39+19=58>>58 cows in the field. ### Answer: 58
Expected answer: 58
Correct? Yes
Problem: In a beautiful African reserve, there live a certain number of giraffes. In one part of the reserve, you can find 54 giraffes. On the other side of the reserve, there are 40 giraffes. How many giraffes are there in total in the reserve?
Mistral 7B:
Reasoning: The total number of giraffes in the reserve is the sum of the number of giraffes on both sides. So, the total number of giraffes is 54 + 40 = <<54+40=94>>94. ### Answer: 94
Expected answer: 94
Correct? Yes
Problem: In the same African reserve, a survey is conducted again after a few years. This time, on one side of the reserve, there are 39 giraffes, while on the other side, the number remains the same at 40. How many giraffes are there in total in the reserve now?
Mistral 7B:
Reasoning: The total number of giraffes in the reserve is the sum of the number of giraffes on both sides. So, the total number of giraffes is 39 + 40 = <<39+40=79>>79. ### Answer: 79 utschke
Expected answer: 79
Correct? Yes
Problem: There were originally 71 bees in a hive, but 23 flew away in search of flowers. Later, another beekeeper noticed that his hive of 85 bees was missing a few. He discovered that the missing bees were the ones that flew away from the first hive. How many bees are left in the second beekeeper's hive?
Mistral 7B:
Reasoning: The 23 bees that flew away from the first hive are now in the second hive. So, the number of bees in the second hive is 85 + 23 = <<85+23=108>>108. ### Answer: 108
Expected answer: 37
Correct? No
Problem: Suppose you have 28 bottle cap crafting kits, and each kit can make 3 cap designs. However, you accidentally lost 3 bottle cap designs out of all the kits. How many bottle cap designs are left in total?
Mistral 7B:
Reasoning: Each kit can make 3 cap designs, and there are 28 kits. Initially, there are 28*3 = <<28*3=84>>84 bottle cap designs. Since 3 designs were lost, there are 84-3 = <<84-3=81>>81 bottle cap designs left in total. ### Answer: 81
Expected answer: 81
Correct? Yes
Problem: Continuing from the previous problem, imagine that you made a counting error. Instead of losing 3 bottle cap designs, you have actually misplaced 14 of them from all the kits. How many bottle cap designs would you have left in that case?
Mistral 7B:
Reasoning: Each kit can make 3 cap designs, and there are 28 kits. Initially, there are 28*3 = <<28*3=84>>84 bottle cap designs. Since 14 designs were lost, there are 84-14 = <<84-14=70>>70 bottle cap designs left in total. ### Answer: 70
Expected answer: 70
Correct? Yes
Problem: A helicopter company has a fleet of helicopters. They currently own 30 helicopters, and decide to add an additional 31 helicopters to the fleet. What is the total number of helicopters in the company's fleet?
Mistral 7B:
Reasoning: The company currently owns 30 helicopters, and they add 31 more helicopters to the fleet. The total number of helicopters in the company's fleet is 30 + 31 = <<30+31=61>>61. ### Answer: 61
Expected answer: 61
Correct? Yes
Problem: In the previous scenario, let's consider a change. Suppose the helicopter company originally owned 63 helicopters instead of 30, but still decided to add an additional 31 helicopters to their fleet. How many helicopters would the company have in total now?
Mistral 7B:
Reasoning: The company originally owned 63 helicopters, and they added 31 more helicopters to the fleet. The total number of helicopters in the company's fleet is 63 + 31 = <<63+31=94>>94. ### Answer: 94
Expected answer: 94
Correct? Yes
Problem: The total amount of snowfall in a town this year was 71 inches. In the month of December, the town experienced 10 inches of snowfall. How many inches of snowfall did the town receive in the months before December?
Mistral 7B:
Reasoning: The total snowfall in December was 10 inches. The total snowfall for the year was 71 inches. So, the total snowfall in the months before December was 71 - 10 = <<71-10=61>>61 inches. ### Answer: 61
Expected answer: 61
Correct? Yes
Problem: Continuing from the previous problems, assume the December snowfall data was misread earlier and it was actually 49 inches of snowfall in December, not 10 inches or the revised 13 inches. How many inches of snowfall did the town receive in the months before December given the new December snowfall data?
Mistral 7B:
Reasoning: The total snowfall in December was 49 inches. The total snowfall for the year was 71 inches. So, the total snowfall in the months before December was 71 - 49 = <<71-49=22>>22 inches. ### Answer: 22
Expected answer: 22
Correct? Yes
Problem: Penny received $39 from her mother as a birthday gift. She saw a bag that costs $41. If Penny decides to buy this bag, how much more money would she need?
Mistral 7B:
Reasoning: Penny needs $41 - $39 = <<41-39=2>>2 more dollars to buy the bag. ### Answer: 2
Expected answer: 2
Correct? Yes
Problem: After figuring out how much more money she needs, Penny decides to earn the additional cash by doing small jobs for her neighbors. Penny gets paid $33 for every job she completes. How much money would Penny make if she does an equal number of jobs to the additional amount of money she needs to buy the bag?
Mistral 7B:
Reasoning: Penny needs $2 more dollars. If she gets paid $33 for every job, she would need to do 2/33 = <<2/33=0.060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060606060
Expected answer: 66
Correct? No
Problem: Suppose instead of receiving $39 from her mother, Penny only received $23 as her birthday gift. Now if she still wants to buy the bag, which costs $41, how much more money would she need?
Mistral 7B:
Reasoning: Penny needs $41 - $23 = <<41-23=18>>18 more dollars to buy the bag. ### Answer: 18
Expected answer: 18
Correct? Yes
Problem: A fashion retail store specializes in selling glasses. They currently have 58 glasses. If they sell 21 glasses, how many glasses will remain in the fashion retail store?
Mistral 7B:
Reasoning: The number of glasses remaining is the initial number of glasses minus the number of glasses sold. The number of glasses remaining = 58 - 21 = <<58-21=37>>37 glasses. ### Answer: 37
Expected answer: 37
Correct? Yes
Problem: In the fashion retail store specializing in eyewear, another branch has 44 glasses in stock. If we subtract the number of glasses remaining in the main store (after selling 21 glasses), how many glasses does the other branch have in comparison?
Mistral 7B:
Reasoning: The difference between the number of glasses in the other branch and the number of glasses remaining in the main store is the number of glasses sold. The difference in the number of glasses = Number of glasses in the other branch - Number of glasses remaining in the main store = 44 - 37 = <<44-37=7>>7 glasses. ### Answer: 7 utschke123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012345678901234567890123456789012
Expected answer: 7
Correct? Yes
Problem: In the fashion retail store that specializes in eyewear, consider a different scenario where they initially had 40 glasses instead of 58. If they sell 21 glasses from this initial stock, how many glasses will remain in the store?
Mistral 7B:
Reasoning: The number of glasses remaining is the initial number of glasses minus the number of glasses sold. The number of glasses remaining = 40 - 21 = <<40-21=19>>19 glasses. ### Answer: 19
Expected answer: 19
Correct? Yes
Problem: A food enthusiast started the day with 29 strawberries. If he ate 15 strawberries for breakfast, how many strawberries does he have left?
Mistral 7B:
Reasoning: The food enthusiast ate 15 strawberries for breakfast, leaving him with 29-15 = <<29-15=14>>14 strawberries. ### Answer: 14
Expected answer: 14
Correct? Yes
Problem: Continuing from the earlier problem, imagine if the food enthusiast only ate 1 strawberry for breakfast instead of 15 strawberries. In that case, how many strawberries would he have left?
Mistral 7B:
Reasoning: If the food enthusiast ate only 1 strawberry for breakfast, he would have 29-1 = <<29-1=28>>28 strawberries left. ### Answer: 28
Expected answer: 28
Correct? Yes
Problem: A ballerina practiced 34 dance moves. Then, in the next session, she trained an additional 46 dance moves. How many total dance moves did the ballerina practice?
Mistral 7B:
Reasoning: The ballerina practiced 34 dance moves in the first session and 46 dance moves in the second session. The total number of dance moves practiced by the ballerina is 34 + 46 = <<34+46=70>>70. ### Answer: 70
Expected answer: 80
Correct? No
Problem: In a car manufacturing factory, there are 50 spots reserved for completed cars. Today, currently there are 21 cars that are fully completed. The rest of the spots are reserved for the cars which are still under process. How many cars are still under process?
Mistral 7B:
Reasoning: The number of cars still under process is the total number of spots minus the number of completed cars. The number of cars still under process is 50 - 21 = <<50-21=29>>29 cars. ### Answer: 29
Expected answer: 29
Correct? Yes
Problem: In addition to the cars under process, 6 spots are cleared to start new projects. After clearing these spots, how many cars still under process remain in the factory?
Mistral 7B:
Reasoning: After clearing 6 spots, the number of cars still under process is the original number of cars still under process minus the 6 spots that were cleared. The number of cars still under process is 29 - 6 = <<29-6=23>>23 cars. ### Answer: 23
Expected answer: 23
Correct? Yes
Problem: Let's suppose that instead of 50 spots for cars, the factory had only 45. In that case, currently there are 21 cars that are fully completed. The rest of the spots are reserved for the cars which are still under process. How many cars are still under process now?
Mistral 7B:
Reasoning: The number of cars still under process is the total number of spots minus the number of completed cars. The number of cars still under process is 45 - 21 = <<45-21=24>>24 cars. ### Answer: 24
Expected answer: 24
Correct? Yes
Problem: The art supply store received an order of colored pencils. The packs of colored pencils arrived in two varieties: packs with 32 colored pencils and packs with 62 colored pencils. How many colored pencils are there in total if you have one pack of each variety?
Mistral 7B:
Reasoning: There are 32 colored pencils in the pack with 32 colored pencils and 62 colored pencils in the pack with 62 colored pencils. The total number of colored pencils is 32 + 62 = <<32+62=94>>94. ### Answer: 94
Expected answer: 94
Correct? Yes
Problem: Suppose instead of receiving a pack of 32 colored pencils, the art supply store only received a single colored pencil along with the pack of 62 colored pencils. How many colored pencils would there be in total then?
Mistral 7B:
Reasoning: There are 62 colored pencils in the pack with 62 colored pencils, and 1 colored pencil in addition to that. The total number of colored pencils is 62 + 1 = <<62+1=63>>63. ### Answer: 63
Expected answer: 63
Correct? Yes
Problem: A cat has 7 lives. If a magical cat has 4 times as many lives as a regular cat, how many lives does the magical cat have?
Mistral 7B:
Reasoning: A magical cat has 4 times as many lives as a regular cat, so it has 7*4 = <<7*4=28>>28 lives. ### Answer: 28
Expected answer: 28
Correct? Yes
Problem: Let's consider a different breed of magical cat that has 13 times as many lives as a regular cat, instead of 4 times. How many lives does this different breed of magical cat have?
Mistral 7B:
Reasoning: This different breed of magical cat has 13 times as many lives as a regular cat, so it has 7*13 = <<7*13=91>>91 lives. ### Answer: 91 utsch!
Expected answer: 91
Correct? Yes
Problem: A rocket needs 27 tons of fuel for the initial boost and an additional 10 tons for the rest of the journey through space. After an unexpected issue, it needs an extra 2 tons of fuel. How many tons of fuel does the rocket need in total?
Mistral 7B:
Reasoning: The rocket needs 27 tons for the initial boost, 10 tons for the rest of the journey, and an additional 2 tons due to the unexpected issue. The total amount of fuel needed is 27+10+2 = <<27+10+2=39>>39 tons. ### Answer: 39
Expected answer: 39
Correct? Yes
Problem: Suppose the rocket initially needed 27 tons of fuel for the boost off and for the space journey. But let's consider a change and say that it needed 13 tons of fuel for the rest of the journey instead of 10 tons. Even so, the additional 2 tons for the unexpected issue still applies. Under this new circumstance, how many tons of fuel does the rocket now need in total?
Mistral 7B:
Reasoning: The rocket needs 27 tons for the initial boost, 13 tons for the rest of the journey, and an additional 2 tons due to the unexpected issue. The total amount of fuel needed is 27+13+2 = <<27+13+2=42>>42 tons. ### Answer: 42
Expected answer: 42
Correct? Yes
Problem: Mark has found an ancient treasure map! At the beginning, he has 94 clues to find the treasure. After his exploration, he figured out 89 clues in total. How many clues does he still need to figure out to reach the treasure?
Mistral 7B:
Reasoning: Mark has already figured out 89 clues, so he still needs to figure out 94 - 89 = <<94-89=5>>5 more clues to reach the treasure. ### Answer: 5
Expected answer: 5
Correct? Yes
Problem: After previously deciphering 89 clues, Mark stumbled upon a hidden engraving that altered his interpretations. He now realizes that, truly, he had only figured out 17 of the original 94 clues. This correction throws his treasure hunt off course. How many clues does he now need to figure out to reach the treasure?
Mistral 7B:
Reasoning: Mark has already figured out 17 clues, so he still needs to figure out 94 - 17 = <<94-17=77>>77 more clues to reach the treasure. ### Answer: 77
Expected answer: 77
Correct? Yes
Problem: Mike has 18 dollars. He decides to buy a candy bar that costs 16 dollars. How much money does he have left?
Mistral 7B:
Reasoning: Mike spends 16 dollars on the candy bar. Mike has 18-16 = <<18-16=2>>2 dollars left. ### Answer: 2
Expected answer: 2
Correct? Yes
Problem: After buying the candy bar, Mike finds a wallet on the ground. Inside the wallet, there are 10 dollars. After counting the money he has left, Mike realizes he now has less money than what's in the wallet. How much money is Mike short of having compared to the 10 dollars in the wallet?
Mistral 7B:
Reasoning: Mike initially had 18 dollars, but after buying the candy bar, he had 2 dollars left. Mike is short 10-2 = <<10-2=8>>8 dollars compared to the 10 dollars in the wallet. ### Answer: 8
Expected answer: 8
Correct? Yes
Problem: Let's consider a new scenario. This time, Mike starts with 74 dollars instead of 18. He still buys the candy bar that costs 16 dollars. How much money does he have left after buying the candy bar now?
Mistral 7B:
Reasoning: Mike spends 16 dollars on the candy bar. Mike has 74-16 = <<74-16=58>>58 dollars left. ### Answer: 58
Expected answer: 58
Correct? Yes
Problem: On a large farm, there are 77 animals in total. Some of them are cows and the rest are chickens. If the number of chickens is 53 less than the total number of animals, how many chickens are there on the farm?
Mistral 7B:
Reasoning: Let's denote the number of cows as C and the number of chickens as Ch. We know that the total number of animals is 77, and the number of chickens is 53 less than the total number of animals. So, we can write the equation: C + Ch = 77 Ch = 77 - C Since the number of chickens is 53 less than the total number of animals, we can write another equation: Ch = 77 - C = 24 (because 77 - 53 = 24) Now, we can solve for C: C + 24 = 77 C = 77 - 24 C = 53 So, there are 53 cows on the farm. Since we know the number of chickens is 77 - C = 77 - 53 = 24, there are 24 chickens on the farm. ### Answer: There are 24 chickens on the farm.
Expected answer: 24
Correct? Yes
Problem: After counting the chickens, the farm owner realized that 41 more chickens have hatched. With these new additions, how many chickens are there now on the farm?
Mistral 7B:
Reasoning: Initially, there were 24 chickens on the farm. After 41 more chickens hatched, the new total number of chickens is: 24 + 41 = <<24+41=65>>65 chickens ### Answer: There are 65 chickens on the farm now. utschickens on the farm now.
Expected answer: 65
Correct? Yes
Problem: In an ocean research project, scientists capture and tag 6 sharks. Later, an additional 50 sharks are tagged to better track and study the shark population in the area. How many sharks in total have the scientists tagged?
Mistral 7B:
Reasoning: The scientists initially tagged 6 sharks, and then they tagged an additional 50 sharks. Total number of sharks tagged = Initial number of tagged sharks + Additional number of tagged sharks Total number of sharks tagged = 6 + 50 ### Answer: 56
Expected answer: 56
Correct? Yes
Problem: In the same ocean research project, suppose the scientists initially only managed to capture and tag 6 sharks, but later were able to tag an additional 7 sharks. How many sharks would have been tagged in this case?
Mistral 7B:
Reasoning: The scientists initially tagged 6 sharks, and then they tagged an additional 7 sharks. Total number of sharks tagged = Initial number of tagged sharks + Additional number of tagged sharks Total number of sharks tagged = 6 + 7 ### Answer: 13
Expected answer: 13
Correct? Yes
Problem: In a video game, Jacob has 68 gems. He decided to give some of his gems away and was left with 62 gems. How many gems did he give away?
Mistral 7B:
Reasoning: The difference between the initial number of gems and the number of gems left is the number of gems given away. Jacob gave away 68 - 62 = <<68-62=6>>6 gems. ### Answer: 6
Expected answer: 6
Correct? Yes
Problem: Considering the same video game as before, what if Jacob initially had 100 gems instead of 68 before he gave some away and was left with 62 gems? How many gems did he give away this time?
Mistral 7B:
Reasoning: The difference between the initial number of gems and the number of gems left is the number of gems given away. Jacob gave away 100 - 62 = <<100-62=38>>38 gems. ### Answer: 38
Expected answer: 38
Correct? Yes
Problem: In a candle store, there are 27 scented candles and 36 unscented candles. The store owner decides to put 30 candles on sale. How many candles are not on sale?
Mistral 7B:
Reasoning: The store owner puts 30 candles on sale, so there are 27+36-30 = <<27+36-30=44>>44 candles left in the store that are not on sale. ### Answer: 44
Expected answer: 33
Correct? No
Problem: In a card game, Alex started with 98 points but lost 51 points in a round. Next, he gained 17 points in a following round. How many points does Alex have after these rounds?
Mistral 7B:
Reasoning: Alex lost 51 points in the first round, so he had 98-51 = <<98-51=47>>47 points left. Then, he gained 17 points in the second round, so he has 47+17 = <<47+17=64>>64 points after the two rounds. ### Answer: 64
Expected answer: 64
Correct? Yes
Problem: In the card game, after gaining 17 points, Alex decided to bet 25 points in the next round. Unfortunately, he lost this round. How many points does Alex have after all these rounds?
Mistral 7B:
Reasoning: After gaining 17 points, Alex had 64 points. Then, he bet and lost 25 points, so he had 64-25 = <<64-25=39>>39 points left. ### Answer: 39
Expected answer: 39
Correct? Yes
Problem: In the card game, instead of gaining 17 points, Alex only gained 2 points in the second round. Now how many points does Alex have after the first two rounds?
Mistral 7B:
Reasoning: Alex lost 51 points in the first round, so he had 98-51 = <<98-51=47>>47 points left. Then, he gained 2 points in the second round, so he has 47+2 = <<47+2=49>>49 points after the two rounds. ### Answer: 49
Expected answer: 49
Correct? Yes
Problem: A clothing store starts the day with 95 pairs of pants in stock. Throughout the day, it sells 4 pairs. How many pairs of pants are left in the store?
Mistral 7B:
Reasoning: The store starts with 95 pairs of pants and sells 4 pairs. So, it has 95-4 = <<95-4=91>>91 pairs of pants left. ### Answer: 91
Expected answer: 91
Correct? Yes
Problem: After selling 4 pairs of pants, the clothing store receives a small shipment of 3 more pairs to restock. How many pairs of pants are now in the store?
Mistral 7B:
Reasoning: The store initially had 91 pairs of pants left after selling 4 pairs. Then, it received a shipment of 3 more pairs. So, it now has 91+3 = <<91+3=94>>94 pairs of pants. ### Answer: 94
Expected answer: 94
Correct? Yes
Problem: After the clothing store sold 4 pairs of pants, they realized they actually sold 9 pairs during that day instead of the 4 they initially thought. How many pairs of pants are left in the store?
Mistral 7B:
Reasoning: The store initially thought they sold 4 pairs, but they actually sold 9 pairs. So, they have 95-4-9 = <<95-4-9=82>>82 pairs of pants left. ### Answer: 82
Expected answer: 86
Correct? No
Problem: In the classroom, there are 48 pencils initially. However, 30 pencils are distributed to students. Later, the teacher brings in an additional 9 pencils. How many pencils are there in the classroom now?
Mistral 7B:
Reasoning: Initially, there are 48 pencils in the classroom. After distributing 30 pencils to students, there are 48-30 = <<48-30=18>>18 pencils left. Then, the teacher brings in an additional 9 pencils, making the total number of pencils in the classroom 18+9 = <<18+9=27>>27. ### Answer: 27
Expected answer: 27
Correct? Yes
Problem: Suppose that instead of starting with 48 pencils in the classroom, there were 35. After distributing 30 pencils to the students, the teacher brings in an additional 9, just like before. With this change in initial conditions, how many pencils are now in the classroom?
Mistral 7B:
Reasoning: Initially, there are 35 pencils in the classroom. After distributing 30 pencils to students, there are 35-30 = <<35-30=5>>5 pencils left. Then, the teacher brings in an additional 9 pencils, making the total number of pencils in the classroom 5+9 = <<5+9=14>>14. ### Answer: 14
Expected answer: 14
Correct? Yes
Problem: A designer decided to create a variety of window styles for a large commercial building. Originally, there were 68 window concepts. However, with some discussions and reviewing, 49 concepts got rejected. How many window design concepts are there left now?
Mistral 7B:
Reasoning: The number of remaining window design concepts is the total number of concepts minus the number of rejected concepts. The number of remaining window design concepts is 68 - 49 = <<68-49=19>>19. ### Answer: 19
Expected answer: 19
Correct? Yes
Problem: Let's reconsider the situation from before. Suppose that in the initial review, the designer didn't reject as many concepts as before. This time, only 17 window design concepts are rejected from the original 68 concepts. How many window design concepts are left now?
Mistral 7B:
Reasoning: The number of remaining window design concepts is the total number of concepts minus the number of rejected concepts. The number of remaining window design concepts is 68 - 17 = <<68-17=51>>51. ### Answer: 51
Expected answer: 51
Correct? Yes
Problem: A store has 32 pairs of binoculars in stock. Later in the day, they receive an additional shipment of 20 pairs of binoculars. The next day, the store receives yet another shipment of 23 pairs of binoculars. How many pairs of binoculars does the store have in total?
Mistral 7B:
Reasoning: The store initially has 32 pairs of binoculars. On the first day, they receive an additional 20 pairs, making the total 32+20 = <<32+20=52>>52 pairs. On the second day, they receive another 23 pairs, making the total 52+23 = <<52+23=75>>75 pairs. ### Answer: 75
Expected answer: 75
Correct? Yes
Problem: In the original scenario, the store had 32 pairs of binoculars and received an additional shipment of 20 pairs, after which it received 23 more pairs. Now, consider if instead of 23 pairs, the store had received an additional 46 pairs in the last shipment. How many pairs of binoculars would the store have had in this new scenario?
Mistral 7B:
Reasoning: The store initially had 32 pairs of binoculars. On the first day, they received an additional 20 pairs, making the total 32+20 = <<32+20=52>>52 pairs. On the second day, they received another 46 pairs, making the total 52+46 = <<52+46=98>>98 pairs. ### Answer: 98
Expected answer: 98
Correct? Yes
Problem: Fiona has started taking piano lessons and practices for 28 minutes every day. One day, she decides to increase her practice time by an extra 8 minutes. How many total minutes did Fiona practice piano that day?
Mistral 7B:
Reasoning: Fiona practices for 28 minutes every day, and on that day, she practices for an extra 8 minutes. So, she practiced for a total of 28+8 = <<28+8=36>>36 minutes that day. ### Answer: 36
Expected answer: 36
Correct? Yes
Problem: After Fiona finished her longer practice session of 28 minutes plus an extra 8 minutes, her piano teacher asked her to practice an additional song, which took her an extra 34 minutes. How many total minutes did Fiona practice piano that day altogether?
Mistral 7B:
Reasoning: Fiona practiced for 28 minutes every day, then for an extra 8 minutes, and then for an additional 34 minutes. So, she practiced for a total of 28+8+34 = <<28+8+34=70>>70 minutes that day altogether. ### Answer: 70
Expected answer: 70
Correct? Yes
Problem: Following on from the previous scenario, let's say instead that Fiona began her practice session by practicing for 28 minutes and then decided to extend her practice time by an extra 20 minutes instead of 8. How many total minutes did Fiona practice piano that day in this scenario?
Mistral 7B:
Reasoning: Fiona initially practiced for 28 minutes, and then she extended her practice time by an extra 20 minutes. So, she practiced for a total of 28+20 = <<28+20=48>>48 minutes that day. ### Answer: 48
Expected answer: 48
Correct? Yes
Problem: An artisan has 75 beads for making bracelets. He uses 55 beads for a large commissioned piece, leaving a certain amount of beads. The artisan then receives another shipment with the equivalent number of beads as he currently has. How many beads does the artisan have now?
Mistral 7B:
Reasoning: The artisan initially has 75-55 = <<75-55=20>>20 beads left after making the large commissioned piece. Since the artisan receives another shipment with the same number of beads as he currently has, he now has 20+20 = <<20+20=40>>40 beads. ### Answer: 40
Expected answer: 40
Correct? Yes
Problem: Following from the previous scenario, the artisan now acquires an additional set of 29 special beads that he had ordered earlier. How many total beads does the artisan have now, counting his current stock and the new special beads?
Mistral 7B:
Reasoning: The artisan initially had 20 beads, then he received another 20 beads, and now he received 29 special beads. So, the total number of beads the artisan has now is 20+20+29 = <<20+20+29=69>>69 beads. ### Answer: 69
Expected answer: 69
Correct? Yes
Problem: In the previous scenario, suppose originally the artisan started with 99 beads instead of 75. If he still used 55 beads for the large commissioned piece and received another shipment with an equivalent number of beads as he currently has, how many beads would the artisan have now?
Mistral 7B:
Reasoning: The artisan initially has 99-55 = <<99-55=44>>44 beads left after making the large commissioned piece. Since the artisan receives another shipment with the same number of beads as he currently has, he now has 44+44 = <<44+44=88>>88 beads. ### Answer: 88
Expected answer: 88
Correct? Yes
Problem: There are 73 minutes past 12:00 noon. If you subtract 67 minutes from this, at what minute into the next hour will the minute hand on the clock be pointing?
Mistral 7B:
Reasoning: The minute hand moves at a rate of 6 degrees per minute. In 6 minutes, the minute hand moves 6*6 = 36 degrees. In 73 minutes, the minute hand moves 73-36 = 37*6 = 222 degrees. Since there are 360 degrees in a circle, 222 degrees is approximately 222/360 = 0.6167 of the way around the circle. The minute hand is approximately 0.6167*60 = 37 minutes into the next hour. ### Answer: 37 minutes into the next hour.
Expected answer: 6
Correct? No
Problem: In the Pacific ocean, there are currently 97 dolphins. Unfortunately, 45 of them migrated to another place due to hunting activities. How many dolphins are left in the Pacific ocean?
Mistral 7B:
Reasoning: The number of dolphins left in the Pacific ocean is 97 - 45 = <<97-45=52>>52. ### Answer: 52
Expected answer: 52
Correct? Yes
Problem: Following the migration of some dolphins, a group of 19 dolphins from elsewhere discovered the now peaceful territory in the Pacific ocean and decided to join the remaining group. How many dolphins are now making the Pacific ocean their home?
Mistral 7B:
Reasoning: The number of dolphins now making the Pacific ocean their home is the sum of the remaining dolphins and the newcomers, which is 52 + 19 = <<52+19=71>>71. ### Answer: 71
Expected answer: 71
Correct? Yes
Problem: Remember the group of dolphins that made the pacific ocean their home? Well, let's consider a different scenario. Instead of 97 dolphins initially, say there were 61 dolphins in the beginning. After the same migration event where 45 dolphins left the area, how many dolphins would have been left in that scenario?
Mistral 7B:
Reasoning: In this scenario, the number of dolphins left in the Pacific ocean is 61 - 45 = <<61-45=16>>16. ### Answer: 16
Expected answer: 16
Correct? Yes
Problem: There is 1 bus in the garage. The bus can hold up to 55 people. How many people can the bus in the garage hold?
Mistral 7B:
### Answer: 55
Expected answer: 55
Correct? Yes
Problem: The bus in the garage has 1 seat occupied by the driver. The bus can hold up to 55 people including the driver. If 24 people get off the bus at the first stop, how many people are left on the bus?
Mistral 7B:
Reasoning: The bus can hold 55 people including the driver. The driver is already on the bus, so there are 54 seats for passengers. 24 people got off the bus at the first stop, leaving 54-24 = <<54-24=30>>30 people on the bus. ### Answer: 30
Expected answer: 31
Correct? No
Problem: Let's take the previous bus situation but this time, imagine that the bus can hold up to 52 people, including the driver, instead of 55. So, how many people can this bus hold now?
Mistral 7B:
### Answer: 52
Expected answer: 52
Correct? Yes
Problem: Jenny made 28 cookies. Later, she decided to bake another batch and she made 42 cookies this time. Now, how many cookies does Jenny have in total?
Mistral 7B:
Reasoning: Jenny initially had 28 cookies, and then she made another 42 cookies. So, the total number of cookies Jenny has is 28+42 = <<28+42=70>>70. ### Answer: 70
Expected answer: 70
Correct? Yes
Problem: After baking all those cookies, Jenny decided to share some with her friends. She gave away 13 cookies. How many cookies does Jenny have left now?
Mistral 7B:
Reasoning: Jenny initially had 70 cookies, and she gave away 13 cookies. So, the number of cookies Jenny has left is 70-13 = <<70-13=57>>57. ### Answer: 57 utsch!
Expected answer: 57
Correct? Yes
Problem: What if, instead of baking 28 cookies in the first batch, Jenny had only baked just 1 cookie? After that, she decided to bake another batch of 42 cookies. How many cookies does Jenny have in total then?
Mistral 7B:
Reasoning: If Jenny initially baked 1 cookie, then she made another 42 cookies. So, the total number of cookies Jenny has is 1+42 = <<1+42=43>>43. ### Answer: 43
Expected answer: 43
Correct? Yes
Problem: A lake has 35 million gallons of water. However, due to a heavy rain, an additional 45 million gallons of water was added to the lake. How many million gallons of water does the lake now contain in total?
Mistral 7B:
Reasoning: The lake initially contained 35 million gallons of water. An additional 45 million gallons of water was added to the lake. The lake now contains 35+45 = <<35+45=80>>80 million gallons of water. ### Answer: 80
Expected answer: 80
Correct? Yes
Problem: Suppose initially, the lake had 20 million gallons of water instead of 35 million gallons before the heavy rainfall. Now, how many million gallons of water does the lake contain in total after the same 45 million gallons of rainwater is added?
Mistral 7B:
Reasoning: Initially, the lake had 20 million gallons of water. An additional 45 million gallons of water was added to the lake. The lake now contains 20+45 = <<20+45=65>>65 million gallons of water. ### Answer: 65
Expected answer: 65
Correct? Yes
Problem: In a banquet hall, there are 34 tables on the left side and 19 tables on the right side. After a while, 52 tables were shifted to another hall for a different event. How many tables are left in the banquet hall after the shift?
Mistral 7B:
Reasoning: Initially, there were 34+19 = <<34+19=53>>53 tables in the banquet hall. After shifting 52 tables, there are 53-52 = <<53-52=1>>1 table left in the banquet hall. ### Answer: 1
Expected answer: 1
Correct? Yes
Problem: After the end of the event, the management decided to add 35 more tables to the left side of the banquet hall along with the existing 34 tables. However, again 52 tables were moved out for another small event. Now, how many tables are left in the banquet hall after this shift?
Mistral 7B:
Reasoning: Initially, after adding 35 tables, there were 34+35 = <<34+35=69>>69 tables in the banquet hall. After shifting 52 tables, there are 69-52 = <<69-52=17>>17 tables left in the banquet hall. ### Answer: 17
Expected answer: 17
Correct? Yes
Problem: A superhero has saved 49 people from a devastating fire. Feeling inspired, he decides to save even more people. By the end of the day, he saves an additional 18 people from various crises around the city. How many people did the superhero save in total?
Mistral 7B:
Reasoning: The superhero saved 49 people from the fire, and then he saved an additional 18 people. The total number of people saved by the superhero is 49 + 18 = <<49+18=67>>67. ### Answer: 67
Expected answer: 67
Correct? Yes
Problem: After his successful day of rescues, the superhero becomes even more determined to protect his city. Suppose instead of the 49 people he initially saved, he had actually saved 80 people. Then, he still performs additional rescues throughout the day and saves another 18 people. How many people would the superhero have saved in total in this scenario?
Mistral 7B:
Reasoning: In this scenario, the superhero saved 80 people from the fire, and then he saved an additional 18 people. The total number of people saved by the superhero is 80 + 18 = <<80+18=98>>98. ### Answer: 98
Expected answer: 98
Correct? Yes
Problem: An artist has 88 tubes of paint. After creating a series of paintings, he realizes that he is left with 66 tubes. How many tubes of paint did he use in his creation?
Mistral 7B:
Reasoning: The artist used 88 - 66 = <<88-66=22>>22 tubes of paint in his creation. ### Answer: 22
Expected answer: 22
Correct? Yes
Problem: Let's consider a different scenario. Suppose the artist started with the same 88 tubes of paint, but after working, he found that he was left with 69 tubes. How many tubes of paint did he use in this situation?
Mistral 7B:
Reasoning: In this scenario, the artist used 88 - 69 = <<88-69=19>>19 tubes of paint in his creation. ### Answer: 19 utschke
Expected answer: 19
Correct? Yes
Problem: In a Bubble village, there are 16 light pink bubbles. 46 dark pink bubbles float in from a neighboring village and join the light pink bubbles. How many bubbles are there in the Bubble village altogether?
Mistral 7B:
Reasoning: There are initially 16 light pink bubbles in the Bubble village. Then, 46 dark pink bubbles join the light pink bubbles. Total number of bubbles in the Bubble village = Initial number of light pink bubbles + Number of dark pink bubbles that joined = 16 + 46 = <<16+46=62>>62 bubbles. ### Answer: 62
Expected answer: 62
Correct? Yes
Problem: In a Bubble village, there are 16 light pink bubbles. 46 dark pink bubbles float in from a neighboring village and join the light pink bubbles. Then, a bubbly wind blew and brought in 13 more multi-colored bubbles into the village. How many bubbles are there in the Bubble village now?
Mistral 7B:
Reasoning: Initially, there were 16 light pink bubbles in the Bubble village. Then, 46 dark pink bubbles joined the light pink bubbles, making a total of 62 bubbles. After that, 13 more multi-colored bubbles were blown in by the wind. Total number of bubbles in the Bubble village now = Initial number of light pink bubbles + Number of dark pink bubbles that joined + Number of multi-colored bubbles that were blown in = 16 + 46 + 13 = <<16+46+13=75>>75 bubbles. ### Answer: 75
Expected answer: 75
Correct? Yes
Problem: In the Bubble village, initially there were 16 light pink bubbles. But instead of 46 dark pink bubbles that floated in from a neighboring village, suppose there were 63 dark pink bubbles. How many bubbles will be there in the Bubble village now?
Mistral 7B:
Reasoning: Initially, there were 16 light pink bubbles in the Bubble village. Then, 63 dark pink bubbles joined the light pink bubbles. Total number of bubbles in the Bubble village = Initial number of light pink bubbles + Number of dark pink bubbles that joined = 16 + 63 = <<16+63=79>>79 bubbles. ### Answer: 79
Expected answer: 79
Correct? Yes
Problem: A farmer planted 58 new apple trees in his orchard. After a few weeks, he planted an additional 2 apple trees. How many apple trees do the farmer have in all?
Mistral 7B:
Reasoning: The farmer initially had 58 apple trees, and then he planted 2 more. So, the total number of apple trees is 58+2 = <<58+2=60>>60. ### Answer: 60
Expected answer: 60
Correct? Yes
Problem: After reviewing his records, the farmer realized that he made a mistake when counting. He originally had planted 29 apple trees, not 58. He still added the same 2 additional trees later. Now, how many apple trees does the farmer have in total?
Mistral 7B:
Reasoning: The farmer initially had 29 apple trees, and then he planted 2 more. So, the total number of apple trees is 29+2 = <<29+2=31>>31. ### Answer: 31
Expected answer: 31
Correct? Yes
Problem: Susie has a collection of roller skates. She has 44 pairs of roller skates in her bedroom. She has the exact same number of roller skates in her basement. How many pairs of roller skates does Susie have in total?
Mistral 7B:
Reasoning: Susie has the same number of roller skates in her bedroom and her basement, so she has 44+44 = <<44+44=88>>88 pairs of roller skates in total. ### Answer: 88
Expected answer: 88
Correct? Yes
Problem: Susie was mistaken about the number of pairs of roller skates she owns. Instead of 44, she has 16 pairs of roller skates in her bedroom, and she also has the same quantity in her basement. How many pairs of roller skates does she actually have in total?
Mistral 7B:
Reasoning: Susie has the same number of roller skates in her bedroom and her basement, so she has 16+16 = <<16+16=32>>32 pairs of roller skates in total. ### Answer: 32
Expected answer: 32
Correct? Yes
Problem: Amy was trying to pair all her socks. In one box, she found 19 red socks, and in another, she found 41 blue socks. She had originally thought she had 87 total socks. How many socks does she have left to find and pair after considering the red and blue socks?
Mistral 7B:
Reasoning: Amy has 19 red socks and 41 blue socks, which is a total of 19+41 = <<19+41=60>>60 socks. Amy originally thought she had 87 socks, but she found 60 socks in the boxes. So, she still needs to find 87-60 = <<87-60=27>>27 socks to pair them all. ### Answer: 27
Expected answer: 27
Correct? Yes
Problem: Amy remembered that she actually found 16 blue socks, not 41, in the other box along with the 19 red socks. With this new count, how many socks does she have left to find and pair from the original total of 87 socks?
Mistral 7B:
Reasoning: Amy has 19 red socks and 16 blue socks, which is a total of 19+16 = <<19+16=35>>35 socks. Amy originally thought she had 87 socks, but she found 35 socks in the boxes. So, she still needs to find 87-35 = <<87-35=52>>52 socks to pair them all. ### Answer: 52
Expected answer: 52
Correct? Yes
Problem: A wizard has concocted a magical spell that requires the combination of 11 different herbs and 57 assorted crystals. In a different potion, the wizard needs to combine 26 rare ingredients as well as all the ingredients he used in the first spell. How many total ingredients does the wizard need for the second potion?
Mistral 7B:
Reasoning: The wizard already used 11 different herbs in the first spell, so he doesn't need them again for the second potion. However, he needs the 57 assorted crystals from the first spell for the second potion. Additionally, he needs 26 rare ingredients for the second potion. The total number of ingredients the wizard needs for the second potion is 57 (from the first spell) + 26 (rare ingredients) = <<57+26=83>>83 ingredients. ### Answer: 83
Expected answer: 94
Correct? No
Problem: You have a map containing 13 treasure locations. Then, you found another map containing 55 more locations. How many treasure locations are there in total on both maps?
Mistral 7B:
Reasoning: The first map has 13 treasure locations, and the second map has 55 more locations. The total number of treasure locations is 13 + 55 = <<13+55=68>>68. ### Answer: 68
Expected answer: 68
Correct? Yes
Problem: Suppose that instead of finding another map with 55 treasure locations, you found a map with 83 additional locations. Now, how many treasure locations are there in total on both maps?
Mistral 7B:
Reasoning: The first map has 13 treasure locations, and the second map has 83 more locations. The total number of treasure locations is 13 + 83 = <<13+83=96>>96. ### Answer: 96
Expected answer: 96
Correct? Yes
Problem: You have a vegetable garden with a special spot dedicated to growing carrots. Initially, you planted 26 carrot seeds. A few weeks later, you added 22 more seeds. How many carrot seeds are there in total in your carrot spot?
Mistral 7B:
Reasoning: Initially, there were 26 carrot seeds. Then, 22 more seeds were added. Total number of carrot seeds = Initial number of seeds + Additional seeds = 26 + 22 = <<26+22=48>>48. ### Answer: 48
Expected answer: 48
Correct? Yes
Problem: You have a vegetable garden with a special spot dedicated to growing carrots. Initially, you planted 26 carrot seeds. A few weeks later, you added 22 more seeds. How many carrot seeds are there in total? Now, your neighbor gives you an additional same number of carrot seeds as the ones you initially planted (26 seeds). After adding these seeds too, how many carrot seeds do you have in total?
Mistral 7B:
Reasoning: Initially, there were 26 carrot seeds. Then, 22 more seeds were added. After adding the seeds from your neighbor, you have an additional 26 seeds. Total number of carrot seeds = Initial number of seeds + Additional seeds + Seeds from neighbor = 26 + 22 + 26 = <<26+22+26=74>>74. ### Answer: 74
Expected answer: 74
Correct? Yes
Problem: In the previous problem, you initially planted 26 carrot seeds in your vegetable garden. But imagine if instead, you initially put 55 carrot seeds. And then a few weeks later, you added the same 22 more seeds. How many carrot seeds would there be in total in that case?
Mistral 7B:
Reasoning: Initially, there were 55 carrot seeds. Then, 22 more seeds were added. Total number of carrot seeds = Initial number of seeds + Additional seeds = 55 + 22 = <<55+22=77>>77. ### Answer: 77
Expected answer: 77
Correct? Yes
Problem: At a beach party, there are 21 beach balls being played with. Suddenly, another batch of beach balls just as big as the first one arrived. How many beach balls are there at the party now?
Mistral 7B:
Reasoning: The number of beach balls at the party doubled when the second batch arrived. So, the number of beach balls at the party now is 21*2 = <<21*2=42>>42. ### Answer: 42
Expected answer: 42
Correct? Yes
Problem: At the beach party mentioned earlier, there were some beach balls already in a storage unit. After adding all the played and newly received beach balls, the total number of beach balls fell short of 62. How many beach balls were originally in the storage unit before the party?
Mistral 7B:
Reasoning: Let's denote the number of beach balls in the storage unit as x. The total number of beach balls at the party is 21 (from the first batch) + 21 (from the second batch) - 62 (the total number of beach balls at the party is 62 short of the desired number). So, we have the equation: 21 + 21 - 62 = x. Solving for x, we get x = 21 + 21 + 62 - 21 = 42. ### Answer: 42
Expected answer: 20
Correct? No
Problem: In our previous beach party scenario, what if there were originally 29 beach balls being played with instead of 21, and again, another batch of beach balls just as big as the first one arrived? How many beach balls would there be at the party in this case?
Mistral 7B:
Reasoning: The number of beach balls at the party doubled when the second batch arrived. So, the number of beach balls at the party now is 29*2 = <<29*2=58>>58. ### Answer: 58
Expected answer: 58
Correct? Yes