Problem: Previously, the window cleaning cost was divided among the tenants based on a total expense of $533.89. However, it turns out there was a mistake in the billing and the cleaning company only charged $21 for the job. With this adjusted cost, how much would each of the 20.3 tenants need to contribute to the window cleaning cost now?

Qwen2-Math 72B:

 Reasoning: Each tenant contributes $21/20.3 = <<21/20.3=1.03>>1.03 dollars to the window cleaning cost.
### Answer: 1.03

Expected answer: 1.03448275862069

Correct? Yes

Problem: After the grocery stores received their portions of cucumber, each store decided to use 25.3 kilograms of their share for a special cucumber salad. How many kilograms of cucumber were left at each store after making the salad?

Qwen2-Math 72B:

 Reasoning: Each store had 43.5 kilograms of cucumber initially.
After using 25.3 kilograms for the salad, each store had 43.5 - 25.3 = <<43.5-25.3=18.2>>18.2 kilograms of cucumber left.
### Answer: 18.2

Expected answer: 18.2000000000000

Correct? Yes

Problem: Continuing from the original problem, if the mouse starts by running a distance of 10.4 meters towards east, then changes his route and only runs 24 meters towards west instead of 37.12 meters, what would be the total distance run by the mouse then?

Qwen2-Math 72B:

 Reasoning: The mouse runs for 10.4 meters towards east and then 24 meters towards west.
The total distance the mouse has run is 10.4 + 24 = <<10.4+24=34.4>>34.4 meters.
### Answer: 34.4

Expected answer: 34.4000000000000

Correct? Yes

Problem: You bought a gold ring weighing 83.07 grams, but after polishing and curving, you lost 3.4 grams of gold from the ring. Afterward, you decided to add 6.8 grams of platinum to the ring. What is the total weight of the ring now?

Qwen2-Math 72B:

 Reasoning: The weight of the finished ring is 83.07 - 3.4 = <<83.07-3.4=79.67>>79.67 grams.
After adding platinum, the total weight is 79.67 + 6.8 = <<79.67+6.8=86.47>>86.47 grams.
### Answer: 86.47

Expected answer: 86.4700000000000

Correct? Yes

Problem: You bought a gold ring weighing 83.07 grams, but after an intricate engraving process, you lost 18 grams of gold from the ring. What is the weight of the engraved ring now?

Qwen2-Math 72B:

 Reasoning: The weight of the engraved ring is 83.07 - 18 = <<83.07-18=65.07>>65.07 grams.
### Answer: 65.07

Expected answer: 65.0700000000000

Correct? Yes

Problem: Following from the previous problem, let's say initially there were 81.4 kilograms of cucumbers in the storage room but this time, the quantity sold was different, amounting to 44 kilograms instead. How many kilograms of cucumbers were left in the storage room after this sale?

Qwen2-Math 72B:

 Reasoning: The weight of cucumbers left in the storage room is 81.4 - 44 = <<81.4-44=37.4>>37.4 kilograms.
### Answer: 37.4

Expected answer: 37.4000000000000

Correct? Yes

Problem: Following from the previous problem, if a dolphin can travel an additional 57.93 miles per day due to current in its favor, how many total miles does the dolphin travel each day?

Qwen2-Math 72B:

 Reasoning: To find out how many total miles the dolphin travels each day, we need to add the additional miles to the original distance per day.
Original distance per day = 57.4 miles
Additional distance per day = 57.93 miles
Total distance per day = Original distance per day + Additional distance per day
Total distance per day = 57.4 + 57.93
Total distance per day = <<57.4+57.93=115.33>>115.33 miles
### Answer: 115.33 miles

Expected answer: 115.330000000000

Correct? Yes

Problem: Following from the previous problem, what if the dolphin had travelled the same 1687.56 miles, but over a longer period of 91 days. How many miles would the dolphin have travelled each day then?

Qwen2-Math 72B:

 Reasoning: To find out how many miles the dolphin travels each day, we need to divide the total distance by the number of days.
Total distance = 1687.56 miles
Number of days = 91 days
Distance per day = Total distance / Number of days
Distance per day = 1687.56 / 91
Distance per day = <<1687.56/91=18.54>>18.54 miles
### Answer: 18.54 miles

Expected answer: 18.5446153846154

Correct? Yes

Problem: After delivering 56.3 tons from an initial load of 65.4 tons, the truck is loaded again with an additional 15.0 tons. How many tons does the truck carry now?

Qwen2-Math 72B:

 Reasoning: The truck initially had 65.4 tons, after delivering 56.3 tons, it had 65.4-56.3 = <<65.4-56.3=9.1>>9.1 tons left. After loading an additional 15.0 tons, the truck now carries 9.1+15.0 = <<9.1+15.0=24.1>>24.1 tons.
### Answer: 24.1

Expected answer: 24.1000000000000

Correct? Yes

Problem: Instead of delivering 56.3 tons from an initial load of 65.4 tons as in the previous scenario, the driver only delivered 22 tons. How many tons are still on the truck now?

Qwen2-Math 72B:

 Reasoning: The truck still has 65.4-22 = <<65.4-22=43.4>>43.4 tons on it.
### Answer: 43.4

Expected answer: 43.4000000000000

Correct? Yes

Problem: Suppose the jeweler is able to change the design of the men's ring such that it now only requires 23 grams of gold instead of 97.79 grams. Maintaining the requirement for the women's ring at 75.6 grams, how many grams of gold in total will the jeweler need to make both rings with the new design?

Qwen2-Math 72B:

 Reasoning: The jeweler needs 23+75.6 = <<23+75.6=98.6>>98.6 grams of gold in total to make both the rings with the new design.
### Answer: 98.6

Expected answer: 98.6000000000000

Correct? Yes

Problem: Assuming that the last problem interpreted $5098.56 as the cost to produce skateboards and $56.4 as the cost of each skateboard. Let's consider the situation where the cost to produce each skateboard was reduced to $8. Under these new conditions, how many skateboards could the manufacturer produce with the same budget of $5098.56?

Qwen2-Math 72B:

 Reasoning: With the reduced cost of $8 per skateboard, the manufacturer can produce $5098.56/$8 = <<5098.56/8=637.32>>637.32 skateboards.
### Answer: 637.32

Expected answer: 637.320000000000

Correct? Yes

Problem: If a drum kit weighs 97.35 pounds and another drum kit weighs 93.19 pounds, what is their combined weight in pounds? If the combined weight is then multiplied by 37.8, what would be the new weight?

Qwen2-Math 72B:

 Reasoning: The combined weight of the two drum kits is 97.35 + 93.19 = <<97.35+93.19=190.54>>190.54 pounds.
The new weight after multiplying by 37.8 is 190.54 * 37.8 = <<190.54*37.8=7200.912>>7200.912 pounds.
### Answer: 7200.912

Expected answer: 7202.41200000000

Correct? No

Problem: If initially, one of the drum kits weighed 46 pounds instead of 97.35 pounds and the other drum kit still weighed 93.19 pounds, what would then be their combined weight in pounds?

Qwen2-Math 72B:

 Reasoning: The combined weight of the two drum kits would be 46 + 93.19 = <<46+93.19=139.19>>139.19 pounds.
### Answer: 139.19

Expected answer: 139.190000000000

Correct? Yes

Problem: After the blanket weaver has used a certain amount of wool to weave a blanket, she bought an additional 89.2 yards of wool. How much wool does she have now in total?

Qwen2-Math 72B:

 Reasoning: The weaver bought 89.2 yards of wool.
The weaver now has 89.2 yards of wool in total.
### Answer: 89.2

Expected answer: 168.010000000000

Correct? No

Problem: The same towel supplier later received an additional 46.95 yards of fabric. How many yards of fabric does the supplier now have in total?

Qwen2-Math 72B:

 Reasoning: The total yards of fabric is 94.04+46.95 = <<94.04+46.95=140.99>>140.99 yards.
### Answer: 140.99

Expected answer: 140.990000000000

Correct? Yes

Problem: What if, initially, the towel supplier had 27 yards of cotton fabric instead of 12.42 yards, with the same 81.62 yards of silk fabric? How many yards of fabric does the supplier then have in total?

Qwen2-Math 72B:

 Reasoning: The total yards of fabric is 27+81.62 = <<27+81.62=108.62>>108.62 yards.
### Answer: 108.62

Expected answer: 108.620000000000

Correct? Yes

Problem: If instead of the 87.0 square kilometers of deciduous trees, there were actually only 44 square kilometers of them, what would now be the total area covered by the deciduous and the coniferous trees in the forest?

Qwen2-Math 72B:

 Reasoning: The total area covered by deciduous and coniferous trees is now 44 + 50.9 = <<44+50.9=94.9>>94.9 square kilometers.
### Answer: 94.9

Expected answer: 94.9000000000000

Correct? Yes

Problem: The butterfly collector later visits another location and discovers an additional 61.65 species. How many species does he have in total now?

Qwen2-Math 72B:

 Reasoning: The collector has 146.9 + 61.65 = <<146.9+61.65=208.55>>208.55 species in total now.
### Answer: 208.55

Expected answer: 208.550000000000

Correct? Yes

Problem: Suppose the butterfly collector initially had 88 butterfly species in his collection instead of 50.1. After discovering the new location which has 96.8 species, how many species total does he have now?

Qwen2-Math 72B:

 Reasoning: The collector has 88 + 96.8 = <<88+96.8=184.8>>184.8 species in total now.
### Answer: 184.8

Expected answer: 184.800000000000

Correct? Yes

Problem: Jenny bought a dress for $91.87 and the matching accessories for $36.74. Afterward, she decided to purchase a pair of shoes for $12.4 to complete her outfit. How much did she spend in total?

Qwen2-Math 72B:

 Reasoning: The total cost of Jenny's purchase is $91.87 + $36.74 + $12.4 = <<91.87+36.74+12.4=141.01>>$141.01.
### Answer: $141.01

Expected answer: 141.010000000000

Correct? Yes

Problem: Jenny bought a dress for $91.87, but she noticed that she was charged an extra $50 more than she expected. How much did she actually spend for her dress?

Qwen2-Math 72B:

 Reasoning: Jenny actually spent $91.87 + $50 = <<91.87+50=141.87>>$141.87 for her dress.
### Answer: $141.87

Expected answer: 141.870000000000

Correct? Yes

Problem: After collecting the gold from the castles, the dragon decided to give away some of it to its dragon friends. It gave away 98.5 kg of gold. How much gold in kilograms does the dragon have left now?

Qwen2-Math 72B:

 Reasoning: The dragon has 117.02-98.5 = <<117.02-98.5=18.52>>18.52 kg of gold left now.
### Answer: 18.52

Expected answer: 18.5200000000000

Correct? Yes

Problem: After their day at the beach, the child wants to ship the 3.4 balls to their cousin. The shipping company charges based on the square of the weight in grams. How much would it cost to ship the beach balls if the cost is proportional to the square of the weight?

Qwen2-Math 72B:

 Reasoning: The weight of the balls is 55.42 grams. The cost is proportional to the square of the weight, so the cost is 55.42^2 = <<55.42^2=3071.3764>>3071.3764.
### Answer: 3071.3764

Expected answer: 3071.37640000000

Correct? Yes

Problem: The child's sibling also decided to ship their balls to a friend. However, their balls are slightly heavier, each weighing about 61 grams. If the sibling also wants to ship 3.4 balls, how much would all these balls weigh together in grams?

Qwen2-Math 72B:

 Reasoning: The total weight of the sibling's balls is 61 * 3.4 = <<61*3.4=207.4>>207.4 grams.
### Answer: 207.4

Expected answer: 207.400000000000

Correct? Yes

Problem: After spending 20.77 hours per week practicing her routines and an additional 73.03 hours working on her strength and flexibility, the ballerina decides to further enhance her performance by spending another 58.1 hours on conditioning activities. How many hours does the ballerina train in total per week now?

Qwen2-Math 72B:

 Reasoning: The ballerina initially spends 20.77+73.03 = <<20.77+73.03=93.8>>93.8 hours in total per week.
After adding the conditioning activities, the ballerina spends 93.8+58.1 = <<93.8+58.1=151.9>>151.9 hours in total per week.
### Answer: 151.9

Expected answer: 151.900000000000

Correct? Yes

Problem: Initially, the ballerina spent 20.77 hours practicing her routines. However, she decides to modify her schedule and now spends 16 hours in routine practice instead, while keeping her strength and flexibility training constant at 73.03 hours. How many hours does the ballerina train in total each week after this change?

Qwen2-Math 72B:

 Reasoning: The ballerina now spends 16+73.03 = <<16+73.03=89.03>>89.03 hours in total per week.
### Answer: 89.03

Expected answer: 89.0300000000000

Correct? Yes

Problem: In addition to the previous journey, the car goes for another 62.24 miles. Now, what is the total distance covered by the car?

Qwen2-Math 72B:

 Reasoning: The car travels a distance of 5.2 miles in the first 10 minutes.
The car travels a distance of 26.04 miles after the first 10 minutes.
The car travels a distance of 62.24 miles after the previous journey.
The total distance covered by the car is 5.2 + 26.04 + 62.24 = <<5.2+26.04+62.24=93.48>>93.48 miles.
### Answer: 93.48

Expected answer: 93.4800000000000

Correct? Yes

Problem: After harvesting tomatoes, the farmer remembered that he had stored 84.31 pounds of tomatoes from the previous week. What is the total weight of the tomatoes he has now, including both his harvest and the stored tomatoes?

Qwen2-Math 72B:

 Reasoning: The farmer harvested 85.9 pounds of tomatoes this week, and he had 84.31 pounds of tomatoes stored from the previous week. Therefore, the total weight of the tomatoes he has now is 85.9 + 84.31 = <<85.9+84.31=170.21>>170.21 pounds.
### Answer: 170.21

Expected answer: 170.210000000000

Correct? Yes

Problem: Suppose instead of harvesting 57.0 pounds of tomatoes from his outdoor garden, the farmer had harvested 88 pounds. What would be the total weight of tomatoes harvested in this scenario?

Qwen2-Math 72B:

 Reasoning: The farmer harvested 28.9 + 88 = <<28.9+88=116.9>>116.9 pounds of tomatoes in total.
### Answer: 116.9

Expected answer: 116.900000000000

Correct? Yes

Problem: If the stationery store launches a special offer, and the total cost of the two boxes of pencils increases by a factor of 16.39 due to including additional items like erasers and sharpeners, how much will the new total cost be?

Qwen2-Math 72B:

 Reasoning: The original total cost of the two boxes of pencils is $148.53.
The new total cost is $148.53 * 16.39 = <<148.53*16.39=2439.93>>$2439.93.
### Answer: $2439.93

Expected answer: 2434.40670000000

Correct? No

Problem: If instead of the shorter pencils cost being $59.88 for a box, it was $10 for a box, keeping the cost of the longer pencils as $88.65 for a box, what will be the new total cost for one box of each type of pencil?

Qwen2-Math 72B:

 Reasoning: The total cost of the shorter pencils is $10.
The total cost of the longer pencils is $88.65.
The total cost of both boxes of pencils is $10 + $88.65 = <<10+88.65=98.65>>$98.65.
### Answer: $98.65

Expected answer: 98.6500000000000

Correct? Yes

Problem: After serving hot chocolate to friends, the family decided to make enough hot chocolate again, but this time they prepared 74.0 times the amount they had served earlier. How many ounces of hot chocolate did the family make this time?

Qwen2-Math 72B:

 Reasoning: The family prepared 74.0 * 28.2 = <<74.0*28.2=2086.8>>2086.8 ounces of hot chocolate this time.
### Answer: 2086.8

Expected answer: 2086.80000000000

Correct? Yes

Problem: Following up to the previous problem, if an extra item is added to the promotional pack, increasing the weight by 2.62 grams, what will be the new total weight of the pack in grams?

Qwen2-Math 72B:

 Reasoning: The new total weight of the pack is 84.0 + 2.62 = <<84.0+2.62=86.62>>86.62 grams.
### Answer: 86.62

Expected answer: 42.1000000000000

Correct? No

Problem: In the same context as the previous problem, let's say that the original weight of the toothpaste tube was actually 76 grams instead of 44.52 grams. What would then be the weight of the remaining components (packaging, box etc.) in the promotional pack?

Qwen2-Math 72B:

 Reasoning: The weight of the remaining components is 84.0 - 76 = <<84.0-76=8>>8 grams.
### Answer: 8

Expected answer: 8.00000000000000

Correct? Yes

Problem: If the first boat could instead travel 59.67 miles on just 59 gallons of fuel, how many miles would it travel per gallon of fuel under these new conditions?

Qwen2-Math 72B:

 Reasoning: To find the miles per gallon under the new conditions, we divide the total miles by the new total gallons of fuel.
59.67 miles / 59 gallons = <<59.67/59=1.01>>1.01 miles per gallon.
### Answer: 1.01

Expected answer: 1.01135593220339

Correct? Yes

Problem: The rocket was already in flight for 3.69 minutes before the full tank of fuel was started to be used. Considering the remaining fuel allows for flight time calculated in the previous problem, how many total minutes can the rocket fly including the time already spent in flight?

Qwen2-Math 72B:

 Reasoning: The rocket can fly for 41+3.69 = <<41+3.69=44.69>>44.69 minutes in total.
### Answer: 44.69

Expected answer: 44.6900000000000

Correct? Yes

Problem: Suppose instead of a full tank, the rocket started with only 37 gallons of fuel in its tank. If the rocket is still consuming fuel at a rate of 9.5 gallons per minute, for how many minutes can the rocket now fly with this amount of fuel?

Qwen2-Math 72B:

 Reasoning: The rocket can fly for 37/9.5 = <<37/9.5=3.894736842105263>>3.894736842105263 minutes with 37 gallons of fuel.
### Answer: 3.894736842105263

Expected answer: 3.89473684210526

Correct? Yes

Problem: Following the previous problem, after the snail has crawled a distance for 55.57 days, it continues crawling for an additional 23.65 meters. What is the total distance the snail would have crawled overall?

Qwen2-Math 72B:

 Reasoning: The snail has already crawled 566.814 meters.
After crawling an additional 23.65 meters, the snail will have crawled 566.814 + 23.65 = <<566.814+23.65=590.464>>590.464 meters.
### Answer: 590.464

Expected answer: 590.464000000000

Correct? Yes

Problem: In our previous problem, the speed of the snail was 10.2 meters per day. However, what if the snail was a bit faster than we previously thought and actually crawls at a rate of 50 meters per day? In that case, how many meters would the snail have crawled in 55.57 days?

Qwen2-Math 72B:

 Reasoning: The snail crawls 50 meters in a day.
In 55.57 days, the snail will have crawled 50 * 55.57 = <<50*55.57=2778.5>>2778.5 meters.
### Answer: 2778.5

Expected answer: 2778.50000000000

Correct? Yes

Problem: After packing the tomatoes, the farmer realizes each box has to carry an additional 25.8 pounds of tomatoes to meet his sales forecast. How much would each box weigh now?

Qwen2-Math 72B:

 Reasoning: To find the new weight of each box, we need to add the additional weight to the original weight of each box.
52.6 pounds of tomatoes per box + 25.8 pounds of additional tomatoes per box = <<52.6+25.8=78.4>>78.4 pounds of tomatoes per box.
### Answer: 78.4

Expected answer: 78.4000000000000

Correct? Yes

Problem: The farmer reconsiders his packaging method and decides instead to distribute the initial 441.84 pounds of tomatoes equally among 67 boxes. How many pounds of tomatoes will be in each box now?

Qwen2-Math 72B:

 Reasoning: To find the number of pounds of tomatoes in each box, we need to divide the total number of pounds of tomatoes by the number of boxes.
441.84 pounds of tomatoes / 67 boxes = <<441.84/67=6.6>>6.6 pounds of tomatoes per box.
### Answer: 6.6

Expected answer: 6.59462686567164

Correct? Yes

Problem: In the previous scenario, let's now consider that the sunglasses actually weigh 9 grams instead of 11.1 grams. How much would the sunglasses and prescription glasses weigh together in this case?

Qwen2-Math 72B:

 Reasoning: The total weight of the sunglasses and prescription glasses is now 9 + 94.1 = <<9+94.1=103.1>>103.1 grams.
### Answer: 103.1 grams

Expected answer: 103.100000000000

Correct? Yes

Problem: Following the previous problem, you then make an additional deposit of $82.9 into your bank account using the same card. How much will your new total balance be?

Qwen2-Math 72B:

 Reasoning: The new balance will be $90.48+$82.9 = <<90.48+82.9=173.38>>$173.38.
### Answer: $173.38

Expected answer: 173.380000000000

Correct? Yes

Problem: Following on from the previous question, if every time Flash increases his speed by 1 mile per hour, his power increases by 73.5 units, how much will his power increase if he speeds up to his maximum speed from his current speed?

Qwen2-Math 72B:

 Reasoning: Flash should increase his speed by 30.54 miles per hour.
Flash's power will increase by 30.54*73.5 = <<30.54*73.5=2245.99>>2245.99 units.
### Answer: 2245.99

Expected answer: 2244.69000000000

Correct? No

Problem: In continuation from the previous problem, consider if Flash's maximum speed was actually only 91 miles per hour instead of 78.64. If his current speed is 48.1 miles per hour, by how many miles per hour should he increase his speed now to reach this new maximum?

Qwen2-Math 72B:

 Reasoning: Flash should increase his speed by 91-48.1 = <<91-48.1=42.9>>42.9 miles per hour.
### Answer: 42.9

Expected answer: 42.9000000000000

Correct? Yes

Problem: In the same stuffed animal collection scenario, the collector sold each pound of stuffed animals for $5.1. If the collector sold a certain number of pounds, how much did they make from selling their stuffed animals?

Qwen2-Math 72B:

 Reasoning: The collector made 23.15*5.1 = <<23.15*5.1=118.065>>118.065 dollars from selling their stuffed animals.
### Answer: 118.065

Expected answer: 118.065000000000

Correct? Yes

Problem: In the previous scenario with the stuffed animal collector, suppose initially their collection weighed 93.55 pounds. But instead of selling off stuffed animals until the collection weighed 70.4 pounds, this time, they sold more until their collection weighed only 65 pounds. How many pounds of stuffed animals did they sell now?

Qwen2-Math 72B:

 Reasoning: The stuffed animal collector sold 93.55-65 = <<93.55-65=28.55>>28.55 pounds of stuffed animals.
### Answer: 28.55

Expected answer: 28.5500000000000

Correct? Yes

Problem: Going back to the previous problem, what if each box of bananas initially weighed 39 pounds instead of 39.4 pounds? With the same number of boxes (94.71), what will then be the total weight of all banana boxes in the shop?

Qwen2-Math 72B:

 Reasoning: The total weight of all banana boxes is 39 * 94.71 = <<39*94.71=3700.69>>3700.69 pounds.
### Answer: 3700.69

Expected answer: 3693.69000000000

Correct? No

Problem: The store is offering a $6.4 discount on the total skating pack (roller skates and protective gear combined). What is the new price of the total skating pack after applying the discount?

Qwen2-Math 72B:

 Reasoning: The total price for the skating pack is $66.5. After applying the $6.4 discount, the new price is $66.5 - $6.4 = <<66.5-6.4=60.1>>$60.1.
### Answer: $60.1

Expected answer: 60.1000000000000

Correct? Yes

Problem: Suppose the actual price of the roller skates was $52 instead of $42.9. What would be the total cost for the roller skates and the protective gear?

Qwen2-Math 72B:

 Reasoning: The total cost for the roller skates and the protective gear would be $52 + $23.6 = <<52+23.6=75.6>>$75.6.
### Answer: $75.6

Expected answer: 75.6000000000000

Correct? Yes

Problem: In addition to the two types of beads, the necklace also includes a charm that weighs 43.2 grams. After adding the charm, what is the total weight of the necklace?

Qwen2-Math 72B:

 Reasoning: The total weight of the necklace is 60.22+43.2 = <<60.22+43.2=103.42>>103.42 grams.
### Answer: 103.42

Expected answer: 103.420000000000

Correct? Yes

Problem: The sun was 94.88 million miles away from a planet. After the planet completed half of its orbit around the sun, it was 25.9 million miles closer. Another planet is 98.79 million miles away from the sun. How much farther is the second planet from the sun compared to the first planet's current position?

Qwen2-Math 72B:

 Reasoning: The first planet is 94.88-25.9 = <<94.88-25.9=68.98>>68.98 million miles from the sun now.
The second planet is 98.79-68.98 = <<98.79-68.98=29.81>>29.81 million miles farther from the sun compared to the first planet's current position.
### Answer: 29.81

Expected answer: 29.8100000000000

Correct? Yes

Problem: In the previous scenario, the sun was 94.88 million miles away from a planet. But what if, after the planet completed half of its orbit around the sun, it was 32 million miles closer instead of the originally supposed 25.9 million miles? How far would the planet be from the sun then?

Qwen2-Math 72B:

 Reasoning: The planet is 94.88-32 = <<94.88-32=62.88>>62.88 million miles from the sun now.
### Answer: 62.88

Expected answer: 62.8800000000000

Correct? Yes

Problem: In addition to the strawberry and chocolate marshmallows, the same maker also made 23.1 kilograms of vanilla marshmallows. How many kilograms of marshmallows did the maker make in total now?

Qwen2-Math 72B:

 Reasoning: The marshmallow maker made 21.93+23.1 = <<21.93+23.1=45.03>>45.03 kilograms of marshmallows in total.
### Answer: 45.03

Expected answer: 45.0300000000000

Correct? Yes

Problem: Suppose that the marshmallow maker actually made 64 kilograms of strawberry marshmallows instead of the initial 5.8. Keeping the chocolate marshmallow weight same, how many kilograms of marshmallows would be made in that case?

Qwen2-Math 72B:

 Reasoning: The marshmallow maker would make 64+16.13 = <<64+16.13=80.13>>80.13 kilograms of marshmallows in total.
### Answer: 80.13

Expected answer: 80.1300000000000

Correct? Yes

Problem: In addition to the leading tower, another child built a tower that was 78.26 inches tall before the same gust of wind blew. After the wind, his tower remained the same height while the leading one got shorter. What was the total height of these two towers after the gust of wind?

Qwen2-Math 72B:

 Reasoning: The total height of the two towers after the wind was 48.9+78.26 = <<48.9+78.26=127.16>>127.16 inches.
### Answer: 127.16

Expected answer: 127.160000000000

Correct? Yes

Problem: Following from the previous scenario, suppose that the initial height of the leading tower was 52 inches instead of 52.7 inches. After the gust of wind, it lost 3.8 inches in height. How tall was the leading tower after the gust?

Qwen2-Math 72B:

 Reasoning: The leading tower was 52-3.8 = <<52-3.8=48.2>>48.2 inches tall after the gust of wind.
### Answer: 48.2

Expected answer: 48.2000000000000

Correct? Yes

Problem: After the doctor had recorded the patient's temperature at 8 p.m., the patient was given some treatment which increased the temperature by 6.06°C. What was the patient's temperature after the treatment?

Qwen2-Math 72B:

 Reasoning: The patient's temperature after the treatment was 17.92°C + 6.06°C = <<17.92+6.06=23.98>>23.98°C.
### Answer: 23.98°C

Expected answer: 23.9800000000000

Correct? Yes

Problem: In the previous scenario, assume that the patient's original temperature at noon was 34°C instead of 21°C. If the temperature fell by the same amount, 3.08°C, by 8 p.m., what would the patient's temperature be at 8 p.m.?

Qwen2-Math 72B:

 Reasoning: The patient's temperature at 8 p.m. would be 34°C - 3.08°C = <<34-3.08=30.92>>30.92°C.
### Answer: 30.92°C

Expected answer: 30.9200000000000

Correct? Yes

Problem: You found out that there are 75.0 monkeys in one enclosure and 72.9 monkeys in another. However, later in the day, an additional 46.96 monkeys arrive at the zoo. After these monkeys join, how many monkeys are there in total at the zoo?

Qwen2-Math 72B:

 Reasoning: To find the total number of monkeys at the zoo, we need to add the number of monkeys in the first enclosure to the number of monkeys in the second enclosure, and then add the number of monkeys that arrived later in the day.
75.0 + 72.9 + 46.96 = <<75.0+72.9+46.96=194.86>>194.86
### Answer: 194.86

Expected answer: 194.860000000000

Correct? Yes

Problem: Following up on the energy distribution, if each of the cities decided to double their energy received from the wind farm, how much energy in MWh would each city receive now?

Qwen2-Math 72B:

 Reasoning: If each city doubles the energy received, each city would now receive 81.1 * 2 = <<81.1*2=162.2>>162.2 MWh of energy.
### Answer: 162.2

Expected answer: 162.200000000000

Correct? Yes

Problem: Following the previous problem, suppose that the weight of each book was actually 15 grams instead of 68.0 grams. How would this change the total weight for the 52.01 copies of the book?

Qwen2-Math 72B:

 Reasoning: If the weight of each book was actually 15 grams instead of 68.0 grams, then the total weight for the 52.01 copies of the book would be 52.01 * 15 = <<52.01*15=780.15>>780.15 grams.
### Answer: 780.15

Expected answer: 780.150000000000

Correct? Yes

Problem: Following up on the previous situation, what if each chicken from the original group of chickens that the farmer had, weighed 37 kilograms instead of 41.92 kilograms? What would then be the total weight in kilograms of this original group of chickens?

Qwen2-Math 72B:

 Reasoning: The total weight of the chickens would be 37 * 11.1 = <<37*11.1=410.7>>410.7 kilograms.
### Answer: 410.7

Expected answer: 410.700000000000

Correct? Yes

Problem: Princess Olivia realized that she had another batch of fabric, but this time it was only 74 meters long. If she still wants to divide this batch equally for the dresses of her 29.4 dolls, how many meters of fabric will each doll's dress receive now?

Qwen2-Math 72B:

 Reasoning: To find out how many meters of fabric each doll's dress will receive, we need to divide the total amount of fabric by the number of dolls.
Total fabric = 74 meters
Number of dolls = 29.4
Fabric per doll = Total fabric / Number of dolls
Fabric per doll = 74 / 29.4
Fabric per doll = <<74/29.4=2.517>>2.517 meters
### Answer: 2.517 meters

Expected answer: 2.51700680272109

Correct? Yes

Problem: The previous scenario mentioned that the superhero needs to travel 56.6 miles to reach the first location and then an additional 29.15 miles to reach the second location. However, suppose there is a new scenario where the distance to the second location is increased to 87 miles instead of 29.15 miles while the distance to first location remains the same. How many miles does the superhero need to travel in total to reach both locations in this new scenario?

Qwen2-Math 72B:

 Reasoning: The superhero needs to travel 56.6+87 = <<56.6+87=143.6>>143.6 miles in total to reach both locations in this new scenario.
### Answer: 143.6

Expected answer: 143.600000000000

Correct? Yes

Problem: After growing for 89.57 years, the shark was caught and had an additional 76.48 feet of length added by attaching a long tracking device. What is the total length of the shark now including the tracking device?

Qwen2-Math 72B:

 Reasoning: The shark had a length of 286.624 feet after 89.57 years. After adding the tracking device, the total length became 286.624 + 76.48 = <<286.624+76.48=363.104>>363.104 feet.
### Answer: 363.104

Expected answer: 363.104000000000

Correct? Yes

Problem: Suppose instead of growing 3.2 feet every year, the shark grew 19 feet each year. How much total length would the shark have gained after 89.57 years under this new growth rate?

Qwen2-Math 72B:

 Reasoning: The shark gains 19 feet in length each year. So, in 89.57 years, it will have gained 19 * 89.57 = <<19*89.57=1691.83>>1691.83 feet.
### Answer: 1691.83

Expected answer: 1701.83000000000

Correct? No

Problem: After hitting the ground, the snowball rolled an additional 4.4 meters. What was the total distance that the snowball travelled from Jason's hand to its final stopping point?

Qwen2-Math 72B:

 Reasoning: The snowball travelled a total distance of 50.23+4.4 = <<50.23+4.4=54.63>>54.63 meters from Jason's hand to its final stopping point.
### Answer: 54.63

Expected answer: 30.0300000000000

Correct? No

Problem: Jason decided to have another snowball fight but this time the snowball went 78 meters before hitting the ground, still having to travel past the same tree that was 24.6 meters away. How much distance did the snowball cover past the tree before it hit the ground this time?

Qwen2-Math 72B:

 Reasoning: The snowball covered a distance of 78-24.6 = <<78-24.6=53.4>>53.4 meters past the tree before it hit the ground.
### Answer: 53.4

Expected answer: 53.4000000000000

Correct? Yes

Problem: If each of the beach stores received an additional shipment of beach balls equal to the amount they originally received, how many beach balls does each store now have in total?

Qwen2-Math 72B:

 Reasoning: If each store received an additional shipment of beach balls equal to the amount they originally received, then each store now has twice the amount they originally received.
83.9 * 2 = <<83.9*2=167.8>>167.8
### Answer: 167.8

Expected answer: 167.800000000000

Correct? Yes

Problem: If the beach ball manufacturer had initially produced 3792.28 beach balls which were distributed equally amongst 48 beach stores instead of 45.2, how many beach balls would each store have received originally?

Qwen2-Math 72B:

 Reasoning: To find out how many beach balls each store would have received originally, we need to divide the total number of beach balls by the number of stores.
3792.28 / 48 = <<3792.28/48=79.00583333333333>>79.0 (rounded to one decimal place)
### Answer: 79.0

Expected answer: 79.0058333333333

Correct? No

Problem: Following the last question, suppose the fishing company initially caught 35 pounds of fish instead of 1303.12 pounds and it still had to be divided equally among 18.2 stores. How many pounds of fish will each store receive now?

Qwen2-Math 72B:

 Reasoning: To find out how many pounds of fish each store will receive, we need to divide the total weight of the fish by the number of stores.
35 pounds / 18.2 stores = <<35/18.2=1.9230769230769232>>1.9 pounds per store (rounded to one decimal place)
### Answer: 1.9 pounds

Expected answer: 1.92307692307692

Correct? Yes

Problem: Following the previous question: If an artist decides to decorate each gram of both watch models with 75.6 milligrams of gold, how many milligrams of gold will he need in total to decorate all the watches?

Qwen2-Math 72B:

 Reasoning: The artist needs 118 * 75.6 = <<118*75.6=8932.8>>8932.8 milligrams of gold to decorate all the watches.
### Answer: 8932.8

Expected answer: 8920.80000000000

Correct? No

Problem: Following the previous question: If the first watch model actually weighed 68.7 grams and a second, lighter model only weighed 1 gram, what would be the total weight of both watch models in grams?

Qwen2-Math 72B:

 Reasoning: The total weight of both watch models is 68.7 + 1 = <<68.7+1=69.7>>69.7 grams.
### Answer: 69.7

Expected answer: 69.7000000000000

Correct? Yes

Problem: Given the total weight of the previously built snowman, an even larger snowman is to be made that is 91.92 times heavier than the first. How heavy is this new snowman?

Qwen2-Math 72B:

 Reasoning: The weight of the new snowman is 91.92 times the weight of the first snowman.
Weight of the new snowman = 49.1 * 91.92 = <<49.1*91.92=4512.072>>4512.072 pounds.
### Answer: 4512.072 pounds

Expected answer: 4513.27200000000

Correct? No

Problem: Previously, a snowman was built with a base snowball that weighed 42.8 pounds and a top snowball that weighed 6.3 pounds. Now, consider a scenario where the top snowball is much larger and weighs 51 pounds instead. How much does the snowman weigh in this case?

Qwen2-Math 72B:

 Reasoning: The total weight of the snowman is the sum of the weights of the two snowballs.
Total weight = 42.8 + 51 = <<42.8+51=93.8>>93.8 pounds.
### Answer: 93.8 pounds

Expected answer: 93.8000000000000

Correct? Yes

Problem: The farmer decides to sell the eggs in the market. Each egg sells for $10.11. How much money in total does the farmer earn from the sale of the eggs?

Qwen2-Math 72B:

 Reasoning: To find the total earnings, we multiply the total number of eggs by the price per egg.
Total earnings = 572.0 eggs * $10.11/egg = <<572.0*10.11=5782.92>>$5782.92.
### Answer: $5782.92

Expected answer: 5782.92000000000

Correct? Yes

Problem: In a new scenario, the farmer has 26.0 chickens, but now, each chicken lays 49 eggs instead of 22. How many eggs in total do the chickens lay in this scenario?

Qwen2-Math 72B:

 Reasoning: To find the total number of eggs laid in this new scenario, we again multiply the number of chickens by the new number of eggs each lays.
Total eggs = 26.0 chickens * 49 eggs/chicken = <<26.0*49=1274.0>>1274.0 eggs.
### Answer: 1274.0

Expected answer: 1274.00000000000

Correct? Yes

Problem: Following on from the previous situation: If instead of wanting to buy 5.9 jackets, the person wanted to buy 62 jackets at the original price of $14.97 each, what would be the total cost for these jackets?

Qwen2-Math 72B:

 Reasoning: The total cost of the jackets is $14.97 * 62 = <<14.97*62=928.14>>928.14.
### Answer: 928.14

Expected answer: 928.140000000000

Correct? Yes

Problem: Given the same situation, suppose initially the bookstore actually had 74.46 books and they sold some books to a point where their stock was reduced to 57 books. How many books did the bookstore sell in this case?

Qwen2-Math 72B:

 Reasoning: The bookstore sold 74.46-57 = <<74.46-57=17.46>>17.46 books.
### Answer: 17.46

Expected answer: 17.4600000000000

Correct? Yes

Problem: Following up on the previous question, if the chair company managed to save 98.83 kilograms of wood after a day's production, how many kilograms of wood did they actually use in making the chairs?

Qwen2-Math 72B:

 Reasoning: The company actually used 1966.5 - 98.83 = <<1966.5-98.83=1867.67>>1867.67 kilograms of wood in making the chairs.
### Answer: 1867.67

Expected answer: 1867.67000000000

Correct? Yes

Problem: Following up on the original question, suppose the chair production company instead produces 32 chairs per day, still using the same 20.7 kilograms of wood per chair. How many kilograms of wood does the company use in this case?

Qwen2-Math 72B:

 Reasoning: The company uses 32 * 20.7 = <<32*20.7=662.4>>662.4 kilograms of wood in one day.
### Answer: 662.4

Expected answer: 662.400000000000

Correct? Yes

Problem: After creating the ring that combines two metals weighing 63.2 grams and 62.95 grams respectively, the jeweler decides to remove 41.42 grams of the material for fine-tuning the design. What would be the new weight of the ring in grams after this removal?

Qwen2-Math 72B:

 Reasoning: The ring weighed 126.15 grams before the removal.
After removing 41.42 grams, the new weight of the ring would be 126.15-41.42 = <<126.15-41.42=84.73>>84.73 grams.
### Answer: 84.73

Expected answer: 84.7300000000000

Correct? Yes

Problem: In a modified design, the jeweler decides to use a different first metal that weighs 26 grams instead of 63.2 grams but keeps the second metal that weighs 62.95 grams. In this modified design, what will the new total weight of the ring be with the two metals combined?

Qwen2-Math 72B:

 Reasoning: The ring will weigh 26+62.95 = <<26+62.95=88.95>>88.95 grams when both metals are combined.
### Answer: 88.95

Expected answer: 88.9500000000000

Correct? Yes

Problem: In addition to the pizzas sold previously, the pizza place also sold 95.5 margherita pizzas today. Altogether, how many pizzas did they sell today?

Qwen2-Math 72B:

 Reasoning: The pizza place sold 132.2+95.5 = <<132.2+95.5=227.7>>227.7 pizzas in total today.
### Answer: 227.7

Expected answer: 227.700000000000

Correct? Yes

Problem: In the previous scenario, what if the wizard initially had only 17.7 magical items and he found a new spot that contained 83 magical items? How many magical items would the wizard have in total then?

Qwen2-Math 72B:

 Reasoning: The wizard found 83 magical items in the new spot.
The wizard has 17.7 + 83 = <<17.7+83=100.7>>100.7 magical items in total now.
### Answer: 100.7

Expected answer: 100.700000000000

Correct? Yes

Problem: Following up on the previous question, the standard weight for this type of tent is set at 85.4 pounds. After working out the actual weight of each tent, how much do the tents differ from the standard weight?

Qwen2-Math 72B:

 Reasoning: The difference between the actual weight and the standard weight is 85.4-20.9 = <<85.4-20.9=64.5>>64.5 pounds.
### Answer: 64.5

Expected answer: 64.5000000000000

Correct? Yes

Problem: Following up on the previous question, what if there were actually 45 tents in the fleet instead of 69.3? With the same total weight of 1448.37 pounds, how much would each tent weigh then?

Qwen2-Math 72B:

 Reasoning: Each tent weighs 1448.37/45 = <<1448.37/45=32.186>>32.186 pounds.
### Answer: 32.186

Expected answer: 32.1860000000000

Correct? Yes

Problem: After the dragon has hoarded 65.4 kilograms of gold and 28.5 kilograms of gems, he decides to add some silver to his hoard. If the dragon's total hoard is decreased by 6.74 kilograms after adding the silver, what will be the new total weight of the dragon's hoard?

Qwen2-Math 72B:

 Reasoning: The total weight of the hoard before adding the silver is 65.4+28.5 = <<65.4+28.5=93.9>>93.9 kilograms.
The total weight of the hoard after adding the silver is 93.9-6.74 = <<93.9-6.74=87.16>>87.16 kilograms.
### Answer: 87.16

Expected answer: 87.1600000000000

Correct? Yes

Problem: Following from the previous scenario, after travelling 2.46 light years every month for 3.5 months, the UFO then continued travelling for an additional 33.17 light years. How far did the UFO travel in total?

Qwen2-Math 72B:

 Reasoning: The UFO travelled 8.61+33.17 = <<8.61+33.17=41.78>>41.78 light years in total.
### Answer: 41.78

Expected answer: 41.7800000000000

Correct? Yes

Problem: In the previous situation, the UFO was assumed to travel 2.46 light years every month for 3.5 months. Now assume that the UFO has instead been traveling at that speed for 68 months. How far in light years would the UFO have traveled this time?

Qwen2-Math 72B:

 Reasoning: The UFO travels 2.46*68 = <<2.46*68=167.28>>167.28 light years after 68 months.
### Answer: 167.28

Expected answer: 167.280000000000

Correct? Yes

Problem: In the previous problem, a unicorn needed 217.35 units of magic energy to teleport to another location and then recover. But what if a smaller, younger unicorn only needs 83 units of magic energy to teleport? How many rainbows would this younger unicorn consume for just the teleportation part?

Qwen2-Math 72B:

 Reasoning: The younger unicorn needs 83/20.7 = <<83/20.7=4>>4 rainbows to teleport.
### Answer: 4

Expected answer: 4.00966183574879

Correct? No