DeepSeek Math 7B Base on 7.NS.A.1-fraction
Common Core Standard 7.NS.A.1-fraction
This standard covers the following:
Apply and extend previous understandings of addition and subtraction to add and subtract rational numbers; represent addition and subtraction on a horizontal or vertical number line diagram.
Problem: Math problem: Determine the value of the sum when adding (74 / 63) and (91 / 78).
DeepSeek Math 7B Base:
Reasoning: (74 / 63) + (91 / 78) = <<(74/63)+(91/78)=1.490740740740741>>1.490740740740741 ### Answer: 1.490740740740741
Expected answer: 295/126
Correct? No
Problem: What is the result of adding 94/5 to 1/25?
DeepSeek Math 7B Base:
Reasoning: 94/5 + 1/25 = <<94/5+1/25=189/5>>189/5 ### Answer: 189/5
Expected answer: 471/25
Correct? No
Problem: What is the result of subtracting 48/20 from 49/8? Answer as a simplified fraction.
DeepSeek Math 7B Base:
Reasoning: 49/8 - 48/20 = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8)/(8*20)=>(49*20-48*8)/(8*20)>>(49*20-48*8)/(8*20) = <<(49*20-48*8
Expected answer: 149/40
Correct? Yes
Problem: Calculate the value of the expression ((45 / 5) - (6 / 47)).
DeepSeek Math 7B Base:
Reasoning: (45 / 5) - (6 / 47) = <<45/5-6/47=4.020618556701031>>4.020618556701031 ### Answer: 4.020618556701031
Expected answer: 417/47
Correct? No
Problem: What is the sum of 22/49 and 72/35? Provide your answer as a simplified fraction.
DeepSeek Math 7B Base:
Reasoning: 22/49 + 72/35 = 22/49 + <<72/35=2.0571428571428571428571428571429>>2.0571428571428571428571428571429 = 22/49 + 212/49 = <<22/49+212/49=2.3428571428571428571428571428571>>2.3428571428571428571428571428571. ### Answer: 2.3428571428571428571428571428571
Expected answer: 614/245
Correct? No
Problem: What is the result of (39 / 9) - (44 / 69)?
DeepSeek Math 7B Base:
Reasoning: (39 / 9) - (44 / 69) = <<(39/9)-(44/69)=0.00000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000
Expected answer: 85/23
Correct? No
Problem: Calculate the sum of 49/79 and 18/21.
DeepSeek Math 7B Base:
Reasoning: 49/79 + 18/21 = <<49/79+18/21=0.5000000000000001>>0.5000000000000001 ### Answer: 0.5000000000000001
Expected answer: 817/553
Correct? No
Problem: What is the sum of 95/46 and 65/31?
DeepSeek Math 7B Base:
Reasoning: 95/46 + 65/31 = <<(95*31+65*46)/(46*31)=>(95*31+65*46)/(46*31)>>(95*31+65*46)/(46*31) = <<(95*31+65*46)/(46*31)=>1000/1426>>1000/1426 = <<1000/1426=>0.70140845070422537313432835820896>>0.70140845070422537313432835820896 ### Answer: 0.70140845070422537313432835820896
Expected answer: 5935/1426
Correct? No
Problem: What is the sum of 25 over 63 and 74 over 6?
DeepSeek Math 7B Base:
Reasoning: 25/63 + 74/6 = <<25/63+74/6=1.01>>1.01 ### Answer: 1.01
Expected answer: 802/63
Correct? No
Problem: What is the sum of 79/91 and 100/47?
DeepSeek Math 7B Base:
Reasoning: 79/91 + 100/47 = <<79/91+100/47=1.9999999999999999>>1.9999999999999999 ### Answer: 1.9999999999999999
Expected answer: 12813/4277
Correct? No
Problem: What is the result of ((55 / 47) + (72 / 21))?
DeepSeek Math 7B Base:
((55 / 47) + (72 / 21)) = <<(55/47)+(72/21)=1.4411764705882353>>1.4411764705882353
Expected answer: 1513/329
Correct? No
Problem: What is the sum of 86/62 and 99/41?
DeepSeek Math 7B Base:
Reasoning: 86/62 + 99/41 = <<86/62+99/41=1.5>>1.5 ### Answer: 1.5
Expected answer: 4832/1271
Correct? No
Problem: Calculate the sum of 87/88 and 24/13.
DeepSeek Math 7B Base:
Reasoning: 87/88 + 24/13 = <<87/88+24/13=1.00000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000
Expected answer: 3243/1144
Correct? No
Problem: Calculate ((68 / 33) + (70 / 25)). Write your answer in its simplest form.
DeepSeek Math 7B Base:
Reasoning: ((68 / 33) + (70 / 25)) = <<(68/33)+(70/25)=>>1.03030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303030303
Expected answer: 802/165
Correct? No
Problem: What is the summation of 35/97 and 11/9? Express the result in simplest form.
DeepSeek Math 7B Base:
Reasoning: 35/97 + 11/9 = <<(35/97)+(11/9)=1.4009>>1.4009 ### Answer: 1.4009
Expected answer: 1382/873
Correct? No
Problem: What is the result of subtracting 79/70 from 11/5?
DeepSeek Math 7B Base:
Reasoning: 11/5 - 79/70 = <<(11*14-79*2)/70=1>>1 ### Answer: 1
Expected answer: 15/14
Correct? No
Problem: What is the sum of 68/16 and 52/78?
DeepSeek Math 7B Base:
Reasoning: 68/16 = <<68/16=4.25>>4.25 52/78 = <<52/78=0.6666666666666666>>0.6666666666666666 4.25+0.6666666666666666 = <<4.25+0.6666666666666666=4.916666666666666>>4.916666666666666 ### Answer: 4.916666666666666
Expected answer: 59/12
Correct? No
Problem: Find the sum of 21/75 and 44/47.
DeepSeek Math 7B Base:
Reasoning: 21/75 + 44/47 = <<21/75+44/47=0.4133333333333333>>0.4133333333333333 ### Answer: 0.4133333333333333
Expected answer: 1429/1175
Correct? No
Problem: Calculate the result of (77/5 + 4/11).
DeepSeek Math 7B Base:
(77/5 + 4/11) = <<(77/5 + 4/11)=16.818181818181818>>16.818181818181818
Expected answer: 867/55
Correct? No
Problem: What's the sum of 60/48 and 37/47?
DeepSeek Math 7B Base:
60/48 + 37/47 = <<60/48+37/47=1.25>>1.25
Expected answer: 383/188
Correct? No
Problem: Solve ((14 / 72) + (25 / 6)).
DeepSeek Math 7B Base:
Reasoning: ((14 / 72) + (25 / 6)) = <<(14/72)+(25/6)=1/36+100/36>>(1/36) + (100/36) = <<(1/36)+(100/36)=101/36>>(101/36) ### Answer: (101/36)
Expected answer: 157/36
Correct? No
Problem: What is the sum of 84/97 and 25/2?
DeepSeek Math 7B Base:
Reasoning: 84/97 + 25/2 = <<84/97+25/2=1.0153846153846154>>1.0153846153846154 ### Answer: 1.0153846153846154
Expected answer: 2593/194
Correct? No
Problem: What is the difference between the fractions 66/20 and 4/78?
DeepSeek Math 7B Base:
Reasoning: 66/20 = <<66/20=3.3>>3.3 and 4/78 = <<4/78=0.05128205128205128>>0.05128205128205128. The difference between 66/20 and 4/78 is 3.3-0.05128205128205128 = <<3.3-0.05128205128205128=3.2487179487179486>>3.2487179487179486. ### Answer: 3.2487179487179486
Expected answer: 1267/390
Correct? Yes
Problem: After finding the difference between the fractions 66/20 and 4/78, what would the result be if you add 6/15 to your answer?
DeepSeek Math 7B Base:
Reasoning: 66/20 = <<66/20=3.3>>3.3 and 4/78 = <<4/78=0.05128205128205128>>0.05128205128205128. The difference between 66/20 and 4/78 is 3.3-0.05128205128205128 = <<3.3-0.05128205128205128=3.2487179487179486>>3.2487179487179486. 6/15 = <<6/15=0.4>>0.4. 3.2487179487179486+0.4 = <<3.2487179487179486+0.4=3.6487179487179486>>3.6487179487179486. ### Answer: 3.6487179487179486
Expected answer: 1423/390
Correct? Yes
Problem: Suppose that instead of having 66/20 in the original problem, we have 66/21. What would be the difference between the fractions 66/21 and 4/78?
DeepSeek Math 7B Base:
Reasoning: 66/21 = <<66/21=3.142857142857143>>3.142857142857143 and 4/78 = <<4/78=0.05128205128205128>>0.05128205128205128. The difference between 66/21 and 4/78 is 3.142857142857143-0.05128205128205128 = <<3.142857142857143-0.05128205128205128=3.0915750915750914>>3.0915750915750914. ### Answer: 3.0915750915750914
Expected answer: 844/273
Correct? No
Problem: Calculate the expression: 83 divided by 37 minus 12 divided by 14.
DeepSeek Math 7B Base:
Reasoning: 83/37 = <<83/37=2.243243243243243>>2.243243243243243 12/14 = <<12/14=0.8571428571428571>>0.8571428571428571 2.243243243243243 - 0.8571428571428571 = <<2.243243243243243-0.8571428571428571=1.38609039009039>>1.38609039009039 ### Answer: 1.38609039009039
Expected answer: 359/259
Correct? No
Problem: What is the sum of 95/57 and 28/80?
DeepSeek Math 7B Base:
Reasoning: 95/57 + 28/80 = <<95/57+28/80=1.001063829787234>>1.001063829787234 ### Answer: 1.001063829787234
Expected answer: 121/60
Correct? No
Problem: Calculate the sum of 14/57 and 92/42.
DeepSeek Math 7B Base:
Reasoning: 14/57 + 92/42 = <<14/57+92/42=1.0000000000000002>>1.0000000000000002 ### Answer: 1.0000000000000002
Expected answer: 324/133
Correct? No
Problem: What is the result of ((77 / 55) + (6 / 5))?
DeepSeek Math 7B Base:
((77 / 55) + (6 / 5)) = <<(77/55)+(6/5)=1.8>>1.8
Expected answer: 13/5
Correct? No
Problem: Calculate the value of (56 / 8) + (90 / 86). How much does it equal?
DeepSeek Math 7B Base:
Reasoning: (56 / 8) + (90 / 86) = <<56/8+90/86=1.4166666666666666>>1.4166666666666666 ### Answer: 1.4166666666666666
Expected answer: 346/43
Correct? No
Problem: What is the sum of 23/20 and 82/97?
DeepSeek Math 7B Base:
Reasoning: 23/20 + 82/97 = <<23/20+82/97=1.815>>1.815 ### Answer: 1.815
Expected answer: 3871/1940
Correct? No
Problem: Calculate the sum of 54/88 and 28/10.
DeepSeek Math 7B Base:
Reasoning: 54/88 + 28/10 = <<54/88+28/10=0.8025>>0.8025 ### Answer: 0.8025
Expected answer: 751/220
Correct? No
Problem: What is the result of the following operation: 7 / 69 + 71 / 47?
DeepSeek Math 7B Base:
7 / 69 + 71 / 47 = <<7/69+71/47=0.20101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101
Expected answer: 5228/3243
Correct? No
Problem: What is the sum of 15/32 and 65/15?
DeepSeek Math 7B Base:
Reasoning: 15/32 + 65/15 = <<15/32+65/15=1.0015625>>1.0015625 ### Answer: 1.0015625
Expected answer: 461/96
Correct? No
Problem: What is the sum of 4/31 and 76/11?
DeepSeek Math 7B Base:
Reasoning: 4/31 + 76/11 = <<4/31+76/11=10.032258064516129>>10.032258064516129 ### Answer: 10.032258064516129
Expected answer: 2400/341
Correct? No
Problem: What is the sum when you add 82/15 to 100/12?
DeepSeek Math 7B Base:
Reasoning: 82/15 + 100/12 = <<82/15+100/12=1001/60>>1001/60 ### Answer: 1001/60
Expected answer: 69/5
Correct? No
Problem: Calculate the result of the expression ((92 / 29) + (41 / 33)). Write your answer as a simplified fraction or a whole number.
DeepSeek Math 7B Base:
Reasoning: ((92 / 29) + (41 / 33)) = <<(92/29)+(41/33)=1.3333333333333333>>1.3333333333333333 ### Answer: 1.3333333333333333
Expected answer: 4225/957
Correct? No
Problem: What is the sum of 57/29 and 14/98?
DeepSeek Math 7B Base:
Reasoning: 57/29 = <<57/29=2>>2 14/98 = <<14/98=1/7>>1/7 2+1/7 = <<2+1/7=15/7>>15/7 ### Answer: 15/7
Expected answer: 428/203
Correct? No
Problem: Solve the given expression: 70/25 + 83/28.
DeepSeek Math 7B Base:
Reasoning: 70/25 + 83/28 = <<70/25+83/28=2.8+2.9666666666666668>>2.8+2.9666666666666668 = 5.766666666666667. ### Answer: 5.766666666666667
Expected answer: 807/140
Correct? No
Problem: What is the result of adding the fractions 50/73 and 20/23?
DeepSeek Math 7B Base:
Reasoning: 50/73 + 20/23 = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50
Expected answer: 2610/1679
Correct? Yes
Problem: If you add 83/35 to the result of adding the fractions 50/73 and 20/23, what is the total value?
DeepSeek Math 7B Base:
Reasoning: 50/73 + 20/23 = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23
Expected answer: 230707/58765
Correct? No
Problem: In the previous scenario, instead of having 50/73 of an hour left to complete your project, you have 50/57 of an hour left. Now, if you still have the additional 20/23 of an hour, how much total time do you have now?
DeepSeek Math 7B Base:
Reasoning: 50/73 + 20/23 = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23)>>(50*23+20*73)/(73*23) = <<(50*23+20*73)/(73*23)=>(50*23+20*73)/(73*23
Expected answer: 2290/1311
Correct? No
Problem: What is the value of ((49 / 57) + (89 / 99))?
DeepSeek Math 7B Base:
((49 / 57) + (89 / 99)) = <<(49/57)+(89/99)=1.0000000000000002>>1.0000000000000002
Expected answer: 3308/1881
Correct? No
Problem: Calculate the result of 94 / 35 - 23 / 49. Report your answer as a simplified fraction.
DeepSeek Math 7B Base:
Reasoning: 94 / 35 - 23 / 49 = <<(94*49-23*35)/(35*49)>>(94*49-23*35)/(35*49) = 2111/1715. ### Answer: 2111/1715
Expected answer: 543/245
Correct? No
Problem: Calculate the sum of 58/30 and 49/37 and leave your answer as a fraction.
DeepSeek Math 7B Base:
Reasoning: 58/30 + 49/37 = <<(58*37+49*30)/(30*37)=1001/1110>>1001/1110 ### Answer: 1001/1110
Expected answer: 1808/555
Correct? No
Problem: Calculate the sum of 45/53 and 71/50.
DeepSeek Math 7B Base:
Reasoning: 45/53 + 71/50 = <<45/53+71/50=1.3603030303030303>>1.3603030303030303 ### Answer: 1.3603030303030303
Expected answer: 6013/2650
Correct? No
Problem: Calculate the sum of 36/72 and 49/1.
DeepSeek Math 7B Base:
Reasoning: 36/72 = 1/2 and 49/1 = 49. 1/2 + 49 = 49.5. ### Answer: 49.5
Expected answer: 99/2
Correct? Yes
Problem: After calculating the sum of 36/72 and 49/1, subtract 48/10 from the result. What is the final answer?
DeepSeek Math 7B Base:
Reasoning: 36/72 = 1/2 and 49/1 = 49. 1/2 + 49 = 49.5. 49.5 - 48/10 = 49.5 - 4.8 = 44.7. ### Answer: 44.7
Expected answer: 447/10
Correct? Yes
Problem: Earlier, you calculated the sum of 36/72 and 49/1. But what if instead of adding 49/1, you only added 14/1? What would be the new sum?
DeepSeek Math 7B Base:
Reasoning: 36/72 = 1/2 and 14/1 = 14. 1/2 + 14 = 14.5. ### Answer: 14.5
Expected answer: 29/2
Correct? Yes
Problem: What is the sum of 61/20 and 29/15?
DeepSeek Math 7B Base:
Reasoning: 61/20 + 29/15 = <<61/20+29/15=1.55>>1.55 ### Answer: 1.55
Expected answer: 299/60
Correct? No
Problem: Solve the expression ((33 / 90) + (77 / 79)). Give your answer as an unsimplified fraction.
DeepSeek Math 7B Base:
Reasoning: ((33 / 90) + (77 / 79)) = <<(33/90)+(77/79)=110/169>>110/169 ### Answer: 110/169
Expected answer: 3179/2370
Correct? No
Problem: What is the sum of 30/79 and 29/6? Give your answer as a fraction.
DeepSeek Math 7B Base:
Reasoning: 30/79 + 29/6 = <<(30/79)+(29/6)=1.0000000000000002>>1.0000000000000002 ### Answer: 1.0000000000000002
Expected answer: 2471/474
Correct? No
Problem: What is the answer when you subtract 11/66 from 59/2?
DeepSeek Math 7B Base:
Reasoning: 59/2 - 11/66 = <<59/2-11/66=271/6>>271/6 ### Answer: 271/6
Expected answer: 88/3
Correct? No
Problem: Consider these two fractions: 58/23 and 25/26. What is the sum when those two fractions are added together?
DeepSeek Math 7B Base:
Reasoning: 58/23 + 25/26 = <<58/23+25/26=1.5111111111111112>>1.5111111111111112 ### Answer: 1.5111111111111112
Expected answer: 2083/598
Correct? No
Problem: Calculate the sum of the fractions 70/13 and 17/52.
DeepSeek Math 7B Base:
Reasoning: 70/13 + 17/52 = 70*4/13*4 + 17/52 = 280/52 + 17/52 = 297/52. ### Answer: 297/52
Expected answer: 297/52
Correct? Yes
Problem: After calculating the sum of the fractions 70/13 and 17/52, subtract 35/87 from the result. What is your new answer?
DeepSeek Math 7B Base:
Reasoning: 297/52 - 35/87 = 297*87/52*87 - 35*52/87*52 = 25899/4524 - 1820/4524 = 24079/4524. ### Answer: 24079/4524
Expected answer: 24019/4524
Correct? No
Problem: After reconsidering the quantities, suppose that originally there were 70/93 oranges instead of 70/13. Recalculate the sum of the fractions with this quantity of oranges and 17/52 apples. What is your new answer?
DeepSeek Math 7B Base:
Reasoning: 70/93 + 17/52 = 70*4/93*4 + 17/52 = 280/372 + 17/52 = 280/372 + 17*6/52*6 = 280/372 + 102/312 = 382/372 = 191/186. ### Answer: 191/186
Expected answer: 5221/4836
Correct? No
Problem: What is the sum of 78/44 and 17/91?
DeepSeek Math 7B Base:
Reasoning: 78/44 + 17/91 = <<78/44+17/91=1.5>>1.5 ### Answer: 1.5
Expected answer: 3923/2002
Correct? No
Problem: What is the sum of 43/4 and 71/4?
DeepSeek Math 7B Base:
Reasoning: 43/4 + 71/4 = <<43/4+71/4=114/4>>114/4 = 28.5 ### Answer: 28.5
Expected answer: 57/2
Correct? Yes
Problem: What is the sum of 43/4 and 71/4 plus 92/79?
DeepSeek Math 7B Base:
Reasoning: 43/4 + 71/4 = <<43/4+71/4=114/4>>114/4 = 28.5 28.5 + 92/79 = <<28.5+92/79=116.5/79>>116.5/79 = 1.475 ### Answer: 1.475
Expected answer: 4687/158
Correct? No
Problem: What if instead of adding 71/4, we added 71/89 to 43/4? What would be the new total?
DeepSeek Math 7B Base:
Reasoning: 43/4 + 71/89 = <<43/4+71/89=114/89>>114/89 = 1.28 ### Answer: 1.28
Expected answer: 4111/356
Correct? No
Problem: What is the result of adding the fractions 17/74 and 53/27?
DeepSeek Math 7B Base:
Reasoning: 17/74 + 53/27 = <<17/74+53/27=0.4003>>0.4003 ### Answer: 0.4003
Expected answer: 4381/1998
Correct? No
Problem: Compute the value of (76/76) + (96/16).
DeepSeek Math 7B Base:
(76/76) + (96/16) = 1 + 6 = 7
Expected answer: 7
Correct? Yes
Problem: After finding the value of (76/76) + (96/16), what is the result when you add the solution to itself?
DeepSeek Math 7B Base:
7 + 7 = 14
Expected answer: 14
Correct? Yes
Problem: You originally calculated (76/76) + (96/16). Now reconsider your thought, what would be the new total if the second fraction was 96/33 instead of 96/16?
DeepSeek Math 7B Base:
(76/76) + (96/33) = 1 + 3 = 4
Expected answer: 43/11
Correct? No
Problem: What is the result of ((94 / 14) - (50 / 90))? Answer as a simplified fraction.
DeepSeek Math 7B Base:
Reasoning: ((94 / 14) - (50 / 90)) = <<(94/14)-(50/90)=1/2>>1/2 ### Answer: 1/2
Expected answer: 388/63
Correct? No
Problem: What is the result of subtracting twenty-nine seventy-ninths from thirty-three sevenths?
DeepSeek Math 7B Base:
Reasoning: 33/7 - 29/79 = <<33/7-29/79=1/13>>1/13 ### Answer: 1/13
Expected answer: 2404/553
Correct? No
Problem: What is the sum of 60/79 and 53/38?
DeepSeek Math 7B Base:
Reasoning: 60/79 + 53/38 = <<(60*38+53*79)/(79*38)=1001/2982>>1001/2982 ### Answer: 1001/2982
Expected answer: 6467/3002
Correct? No
Problem: Solve the following fraction equation: 39/48 + 19/84.
DeepSeek Math 7B Base:
39/48 + 19/84 = <<(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/48*21=>(39*21+19*4)/4
Expected answer: 349/336
Correct? No
Problem: What is the sum of 16/86 and 60/3?
DeepSeek Math 7B Base:
Reasoning: 16/86 + 60/3 = <<16/86+60/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200/3 = <<16/86+200/3=16/86+200/3>>16/86 + 200
Expected answer: 868/43
Correct? No
Problem: Solve the following equation: ((95 / 69) + (67 / 9))
DeepSeek Math 7B Base:
((95 / 69) + (67 / 9)) = <<(95 / 69) + (67 / 9)=1.5166666666666666>>1.5166666666666666
Expected answer: 1826/207
Correct? No
Problem: Calculate the result of 95 / 16 - 43 / 60.
DeepSeek Math 7B Base:
95/16 - 43/60 = <<95/16-43/60=0.301388888888889>>0.301388888888889
Expected answer: 1253/240
Correct? No
Problem: What is the sum of the fractions 38/8 and 4/16?
DeepSeek Math 7B Base:
Reasoning: 38/8 = <<38/8=4.75>>4.75 4/16 = <<4/16=0.25>>0.25 4.75+0.25 = <<4.75+0.25=5>>5 ### Answer: 5
Expected answer: 5
Correct? Yes
Problem: Recalling the fraction calculation from the previous problem (38/8 and 4/16), what is the new total if you were to add 32/64 to this sum?
DeepSeek Math 7B Base:
Reasoning: 32/64 = <<32/64=0.5>>0.5 4.75+0.25+0.5 = <<4.75+0.25+0.5=5.5>>5.5 ### Answer: 5.5
Expected answer: 11/2
Correct? Yes
Problem: In the previous problem, we considered the sum of the fractions 38/8 and 4/16 and then added 32/64. Now, instead of 38/8, let's consider 12/8. What would be the new sum if you added 12/8 and 4/16 together?
DeepSeek Math 7B Base:
Reasoning: 12/8 = <<12/8=1.5>>1.5 4/16 = <<4/16=0.25>>0.25 1.5+0.25 = <<1.5+0.25=1.75>>1.75 ### Answer: 1.75
Expected answer: 7/4
Correct? Yes
Problem: Calculate the result of 67 / 15 - 27 / 12.
DeepSeek Math 7B Base:
67 / 15 - 27 / 12 = <<67/15-27/12=1.0333333333333332>>1.0333333333333332
Expected answer: 133/60
Correct? No
Problem: Calculate the sum of 38/59 and 80/94.
DeepSeek Math 7B Base:
Reasoning: 38/59 + 80/94 = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38*94+80*59)/(59*94)>>(38*94+80*59)/(59*94) = <<(38*94+80*59)/(59*94)=>(38
Expected answer: 4146/2773
Correct? No
Problem: Calculate the sum of 10/14 and 70/20. Report your answer as a decimal.
DeepSeek Math 7B Base:
Reasoning: 10/14 = <<10/14=0.71428571428571428571428571428571>>0.71428571428571428571428571428571 70/20 = <<70/20=3.5>>3.5 10/14 + 70/20 = 0.71428571428571428571428571428571 + 3.5 = <<0.71428571428571428571428571428571+3.5=4.2142857142857142857142857142857>>4.2142857142857142857142857142857 ### Answer: 4.2142857142857142857142857142857
Expected answer: 59/14
Correct? Yes
Problem: After calculating the sum of 10/14 and 70/20, add this result to 100/20. What is the new total?
DeepSeek Math 7B Base:
Reasoning: 10/14 + 70/20 = <<10/14+70/20=4.2142857142857142857142857142857>>4.2142857142857142857142857142857 100/20 = <<100/20=5>>5 10/14 + 70/20 + 100/20 = 4.2142857142857142857142857142857 + 5 = <<4.2142857142857142857142857142857+5=9.2142857142857142857142857142857>>9.2142857142857142857142857142857 ### Answer: 9.2142857142857142857142857142857
Expected answer: 129/14
Correct? Yes
Problem: After reviewing your previous calculation, you realize that the first fraction was not 10/14 but actually 10/18. Now find the sum of the corrected fraction, 10/18 and the same second fraction, 70/20. What is the revised total?
DeepSeek Math 7B Base:
Reasoning: 10/18 = <<10/18=0.55555555555555555555555555555556>>0.55555555555555555555555555555556 70/20 = <<70/20=3.5>>3.5 10/18 + 70/20 = 0.55555555555555555555555555555556 + 3.5 = <<0.55555555555555555555555555555556+3.5=4.0555555555555555555555555555556>>4.0555555555555555555555555555556 ### Answer: 4.0555555555555555555555555555556
Expected answer: 73/18
Correct? Yes
Problem: What is the result of subtracting 19/44 from 33/5?
DeepSeek Math 7B Base:
Reasoning: 33/5 - 19/44 = <<(33*44-19*5)/5*44=>(33*44-19*5)/5*44>>(33*44-19*5)/5*44 = <<(33*44-19*5)/5*44=>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(33*44-19*5)/5*44>(3
Expected answer: 1357/220
Correct? No
Problem: Find the result for (97 / 13) + (62 / 22). Answer as a decimal to the nearest hundredth.
DeepSeek Math 7B Base:
Reasoning: (97 / 13) + (62 / 22) = <<97/13+62/22=10.07>>10.07 ### Answer: 10.07
Expected answer: 1470/143
Correct? No
Problem: What is the sum of 78 divided by 35 and 30 divided by 60?
DeepSeek Math 7B Base:
Reasoning: 78/35 = <<78/35=2.2285714285714284>>2.2285714285714284 30/60 = <<30/60=0.5>>0.5 2.2285714285714284+0.5 = <<2.2285714285714284+0.5=2.7285714285714285>>2.7285714285714285 ### Answer: 2.7285714285714285
Expected answer: 191/70
Correct? Yes
Problem: What is the sum of 49/75 and 88/58?
DeepSeek Math 7B Base:
Reasoning: 49/75 + 88/58 = <<49/75+88/58=1.0033333333333333>>1.0033333333333333 ### Answer: 1.0033333333333333
Expected answer: 4721/2175
Correct? No
Problem: What is the result of ((50 / 2) - (50 / 32))?
DeepSeek Math 7B Base:
((50 / 2) - (50 / 32)) = <<(50 / 2) - (50 / 32)=1.5625>>1.5625
Expected answer: 375/16
Correct? No
Problem: What is the result of ((77 / 30) + (18 / 51))?
DeepSeek Math 7B Base:
((77 / 30) + (18 / 51)) = <<(77/30)+(18/51)=1.0166666666666666>>1.0166666666666666
Expected answer: 1489/510
Correct? No
Problem: What is the result of (36 / 37) + (8 / 4)?
DeepSeek Math 7B Base:
(36 / 37) + (8 / 4) = <<(36/37)+(8/4)=1.027027027027027>>1.027027027027027
Expected answer: 110/37
Correct? No
Problem: Calculate the result of (57 / 22) - (72 / 48) expressing your answer as a fraction in the simplest form.
DeepSeek Math 7B Base:
Reasoning: (57 / 22) - (72 / 48) = <<(57/22)-(72/48)=1/4>>1/4 ### Answer: 1/4
Expected answer: 12/11
Correct? No
Problem: What is the sum of 48 divided by 16 and 12 divided by 29?
DeepSeek Math 7B Base:
Reasoning: 48/16 = <<48/16=3>>3, 12/29 = <<12/29=0.413793103448275862068965517241379310344827586206896551724137931034482758620689655172413793103448275862068965517241379310344827586206896551724137931034482758620689655172413793103448275862068965517241379310344827586206896551724137931034482758620689655172413793103448275862068965517241379310344827586206896551724137931034482758620689655172413793103448275862068965517241379310344827586206896551724137931034482758620689655172413793103448275862068965517241379310344827586206896551724137931034482758620689655172413793103448275862068965517241379310344827586206896551724137931034482758620689655172413793103448275862068965517241379310344827586206896551724137931034482758620689655172413793103448275862068965517241379310344827586206896551724137931034482758620689655172413793103448275862068965517241379310344827586206896551724137931034482758620689655172413793103448275862068965517241379310344827586206896551724137931034482758620689655172413793103448275862068965517241379310344
Expected answer: 99/29
Correct? No
Problem: What is the sum of 37/20 and 16/75? Write your answer as a simplified fraction.
DeepSeek Math 7B Base:
Reasoning: 37/20 + 16/75 = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37*75+16*20)/(20*75)>>(37*75+16*20)/(20*75) = <<(37*75+16*20)/(20*75)=>(37
Expected answer: 619/300
Correct? Yes
Problem: In addition to the previously computed sum of 37/20 and 16/75, now add the fraction 61/80 to this sum. What is the total when all three fractions are added together?
DeepSeek Math 7B Base:
Reasoning: 37/20 + 16/75 + 61/80 = <<(37*75+16*20+61*15)/(20*75*80)=>(37*75+16*20+61*15)/(20*75*80)>>(37*75+16*20+61*15)/(20*75*80) = <<(37*75+16*20+61*15)/(20*75*80)=>(37*75+16*20+61*15)/(20*75*80)>>(37*75+16*20+61*15)/(20*75*80) = <<(37*75+16*20+61*15)/(20*75*80)=>(37*75+16*20+61*15)/(20*75*80)>>(37*75+16*20+61*15)/(20*75*80) = <<(37*75+16*20+61*15)/(20*75*80)=>(37*75+16*20+61*15)/(20*75*80)>>(37*75+16*20+61*15)/(20*75*80) = <<(37*75+16*20+61*15)/(20*75*80)=>(37*75+16*20+61*15)/(20*75*80)>>(37*75+16*20+61*15)/(20*75*80) = <<(37*75+16*20+61*15)/(20*75*80)=>(37*75+16*20+61*15)/(20*75*80)>>(37*75+16*20+61*15)/(20*75*80) = <<(37*75+16*20+61*15)/(20*75*80)=>(37*75+16*20+61*15)/(20*75*80)>>(37*75+16*20+61*15)/(20*75*80) = <<(37*75+16*20+61*15)/(20*75*80)=>(37*75+16*20+61*15)/(20*75*80)>>(37*75+16*20+61*15)/(20*75*80) = <<(37*75+16*20+61*15)/(20*75*80)=>(37*75+16*20+61*15)/(20*75*80)>>(37*75+16*20+61*15)/(20*75*80) = <<(37*75+16*20+61*15)/(20*75*80)=>(37*75+16*20+61*15)/(20*75*80)>>(37*75+16*20+61*15)/(20*75*80) = <<(37*75+16*20+61*15)/(20*75*80)=>(37*75+16*20+61*15)/(20*75*80)>>(37*75+16*20+61*15)/(20*75*80) = <<(37*75+16*20+61*15)/(20*75*80)=
Expected answer: 3391/1200
Correct? No
Problem: If there originally were 60/20 portions of a cake and you added 16/75 portions of another cake to it, how much cake would you have in total? Please write your answer as a simplified fraction.
DeepSeek Math 7B Base:
Reasoning: 60/20 + 16/75 = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75)>>(60*75+16*20)/(20*75) = <<(60*75+16*20)/(20*75)=>(60*75+16*20)/(20*75
Expected answer: 241/75
Correct? Yes
Problem: Calculate the summation: 83/40 + 6/8.
DeepSeek Math 7B Base:
83/40 + 6/8 = 83/40 + 30/40 = 113/40 = 2 33/40. ### Answer: 2 33/40
Expected answer: 113/40
Correct? Yes
Problem: After finding the result of 83/40 + 6/8, subtract 24/64 from it. What do you get?
DeepSeek Math 7B Base:
83/40 + 6/8 - 24/64 = 113/40 - 24/64 = 113/40 - 6/16 = 113/40 - 15/40 = 98/40 = 49/20 = 2 9/20. ### Answer: 2 9/20
Expected answer: 49/20
Correct? Yes
Problem: After adjusting our original calculation, we now have 83/18 instead of 83/40. So now, what is the result of 83/18 + 6/8?
DeepSeek Math 7B Base:
83/18 + 6/8 = 83/18 + 9/18 = 92/18 = 5 2/18 = 5 1/9. ### Answer: 5 1/9
Expected answer: 193/36
Correct? No
Problem: Find the result of the addition of the fractions 37/69 and 67/61.
DeepSeek Math 7B Base:
Reasoning: 37/69 + 67/61 = <<37/69+67/61=1.0316901408450704>>1.0316901408450704 ### Answer: 1.0316901408450704
Expected answer: 6880/4209
Correct? No
Problem: What is the sum of 89/84 and 75/34?
DeepSeek Math 7B Base:
Reasoning: 89/84 + 75/34 = <<89/84+75/34=1.901>>1.901 ### Answer: 1.901
Expected answer: 4663/1428
Correct? No
Problem: What is the result when you add 51/78 and 44/83?
DeepSeek Math 7B Base:
Reasoning: 51/78 + 44/83 = <<51/78+44/83=0.9999999999999999>>0.9999999999999999 ### Answer: 0.9999999999999999
Expected answer: 2555/2158
Correct? No
Problem: Calculate the sum of the fractions 99/85 and 77/55.
DeepSeek Math 7B Base:
Reasoning: 99/85 + 77/55 = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99*55+77*85)/(85*55)>>(99*55+77*85)/(85*55) = <<(99*55+77*85)/(85*55)=>(99
Expected answer: 218/85
Correct? Yes
Problem: If you instead added the fractions 99/85 and 96/55, what would the new sum be?
DeepSeek Math 7B Base:
Reasoning: 99/85 + 96/55 = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55)>>(99*55+96*85)/(85*55) = <<(99*55+96*85)/(85*55)=>(99*55+96*85)/(85*55
Expected answer: 2721/935
Correct? Yes
Problem: What is the value of 97 / 56 - 31 / 52? Represent your answer as a simplified fraction.
DeepSeek Math 7B Base:
Reasoning: 97/56 - 31/52 = 97/56 - 31/52 = <<97/56-31/52=1/28>>1/28 ### Answer: 1/28
Expected answer: 827/728
Correct? No
Problem: Calculate the result of the following fraction operation: (78 / 74) + (72 / 51).
DeepSeek Math 7B Base:
Reasoning: (78 / 74) + (72 / 51) = <<78/74+72/51=1.0000000000000002>>1.0000000000000002. ### Answer: 1.0000000000000002
Expected answer: 1551/629
Correct? No
Problem: What is the result of the operation (33 / 23) - (12 / 75)? Express your answer as a fraction.
DeepSeek Math 7B Base:
Reasoning: (33 / 23) - (12 / 75) = <<(33/23)-(12/75)=0.000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000
Expected answer: 733/575
Correct? No
Problem: What is the result of the operation 85/42 - 98/99? Simplify your answer to the nearest hundredth.
DeepSeek Math 7B Base:
Reasoning: 85/42 - 98/99 = <<85/42-98/99=0.00000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000
Expected answer: 1433/1386
Correct? No
Problem: What is the sum of 19/30 and 75/77? Express your answer as a simplified fraction.
DeepSeek Math 7B Base:
Reasoning: 19/30 + 75/77 = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19*77+75*30)/(30*77)>>(19*77+75*30)/(30*77) = <<(19*77+75*30)/(30*77)=>(19
Expected answer: 3713/2310
Correct? Yes
Problem: Suppose we add 1/88 to the sum of 19/30 and 75/77. What is the resultant fraction? Simplify your answer.
DeepSeek Math 7B Base:
Reasoning: 19/30 + 75/77 + 1/88 = <<(19*77*88+75*30*88+1*30*77)/(30*77*88)=>(19*77*88+75*30*88+1*30*77)/(30*77*88)>>(19*77*88+75*30*88+1*30*77)/(30*77*88) = <<(19*77*88+75*30*88+1*30*77)/(30*77*88)=>(19*77*88+75*30*88+1*30*77)/(30*77*88)>>(19*77*88+75*30*88+1*30*77)/(30*77*88) = <<(19*77*88+75*30*88+1*30*77)/(30*77*88)=>(19*77*88+75*30*88+1*30*77)/(30*77*88)>>(19*77*88+75*30*88+1*30*77)/(30*77*88) = <<(19*77*88+75*30*88+1*30*77)/(30*77*88)=>(19*77*88+75*30*88+1*30*77)/(30*77*88)>>(19*77*88+75*30*88+1*30*77)/(30*77*88) = <<(19*77*88+75*30*88+1*30*77)/(30*77*88)=>(19*77*88+75*30*88+1*30*77)/(30*77*88)>>(19*77*88+75*30*88+1*30*77)/(30*77*88) = <<(19*77*88+75*30*88+1*30*77)/(30*77*88)=>(19*77*88+75*30*88+1*30*77)/(30*77*88)>>(19*77*88+75*30*88+1*30*77)/(30*77*88) = <<(19*77*88+75*30*88+1*30*77)/(30*77*88)=>(19*77*88+75*30*88+1*30*77)/(30*77*88)>>(19*77*88+75*30*88+1*30*77)/(30*77*88) = <<(19*77*88+75*30*88+1*30*77)/(30*77*88)=>(19*77*88+75*30*88+1*30*77)/(30*77*88)>>(19*77*88+75*30*88+1*30*77)/(30*77*88) = <<(19*77*88+75*30*88+1*30*77)/(30*77*88)=>(19*77*88+75*30*88+1*30*77)/(30*77*88)>>(19*77*88+75*30*88+1*30
Expected answer: 14957/9240
Correct? Yes
Problem: Previously, we added 19/30 and 75/77. Now suppose that instead of adding 75/77 we add 75/68. What will be the new sum of these fractions? Please give your answer as a simplified fraction.
DeepSeek Math 7B Base:
Reasoning: 19/30 + 75/68 = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68)>>(19*68+75*30)/(30*68) = <<(19*68+75*30)/(30*68)=>(19*68+75*30)/(30*68
Expected answer: 1771/1020
Correct? Yes
Problem: What is the sum of 57/66 and 39/64? Please express your answer as a fraction.
DeepSeek Math 7B Base:
Reasoning: 57/66 + 39/64 = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57*64+39*66)/(66*64)>>(57*64+39*66)/(66*64) = <<(57*64+39*66)/(66*64)=>(57
Expected answer: 1037/704
Correct? No
Problem: What is the sum of 80/13 and 2/48?
DeepSeek Math 7B Base:
Reasoning: 80/13 + 2/48 = <<80/13+2/48=1.0000000000000002>>1.0000000000000002 ### Answer: 1.0000000000000002
Expected answer: 1933/312
Correct? No
Problem: Calculate the result of the operation ((55 / 30) - (1 / 72)).
DeepSeek Math 7B Base:
((55 / 30) - (1 / 72)) = <<(55/30)-(1/72)=0.14537037037037037>>0.14537037037037037
Expected answer: 131/72
Correct? No
Problem: Calculate the sum of the fractions 69/21 and 71/86.
DeepSeek Math 7B Base:
Reasoning: 69/21 + 71/86 = <<69/21+71/86=1.4060606060606061>>1.4060606060606061 ### Answer: 1.4060606060606061
Expected answer: 2475/602
Correct? No
Problem: What is the sum of 24/60 and 42/45? Answer as a simplified fraction.
DeepSeek Math 7B Base:
Reasoning: 24/60 = <<24/60=2/5>>2/5 42/45 = <<42/45=14/15>>14/15 2/5 + 14/15 = <<2/5+14/15=22/15>>22/15 ### Answer: 22/15
Expected answer: 4/3
Correct? No
Problem: What is the sum of 64/76 and 35/33?
DeepSeek Math 7B Base:
Reasoning: 64/76 + 35/33 = <<64/76+35/33=1.003>>1.003 ### Answer: 1.003
Expected answer: 1193/627
Correct? No
Problem: What is the sum of 47/16 and 96/10? Please, express your answer as a mixed fraction if necessary.
DeepSeek Math 7B Base:
Reasoning: 47/16 + 96/10 = <<47/16+96/10=1013/80>>1013/80 = 12 53/80. ### Answer: 12 53/80
Expected answer: 1003/80
Correct? No
Problem: What is the result of the operation (58 / 2) + (31 / 32)?
DeepSeek Math 7B Base:
Reasoning: (58 / 2) + (31 / 32) = <<58/2+31/32=29+31/32=29+0.96875=29.96875>>29.96875 ### Answer: 29.96875
Expected answer: 959/32
Correct? Yes
Problem: After you have calculated the result of the operation (58 / 2) + (31 / 32), subtract 90 / 58 from your answer. What is the final result?
DeepSeek Math 7B Base:
Reasoning: (58 / 2) + (31 / 32) = <<58/2+31/32=29+31/32=29+0.96875=29.96875>>29.96875 (58 / 2) + (31 / 32) - (90 / 58) = <<29.96875-90/58=29.96875-1.5517241379310345=28.417025862068966>>28.417025862068966 ### Answer: 28.417025862068966
Expected answer: 26371/928
Correct? Yes
Problem: In the problem of adding (58 / 2) + (31 / 32), what would the result be if we originally had (58 / 2) + (10 / 32) instead? Now, compute the value.
DeepSeek Math 7B Base:
Reasoning: (58 / 2) + (10 / 32) = <<58/2+10/32=29+10/32=29+0.3125=29.3125>>29.3125 ### Answer: 29.3125
Expected answer: 469/16
Correct? Yes
Problem: What is the sum of 26/90 and 50/26 when calculated as a fraction?
DeepSeek Math 7B Base:
Reasoning: 26/90 + 50/26 = <<26/90+50/26=1.0208333333333334>>1.0208333333333334 ### Answer: 1.0208333333333334
Expected answer: 1294/585
Correct? No
Problem: Calculate the sum of 80/98 and 92/82.
DeepSeek Math 7B Base:
Reasoning: 80/98 + 92/82 = <<80/98+92/82=1.7301587301587302>>1.7301587301587302 ### Answer: 1.7301587301587302
Expected answer: 3894/2009
Correct? No
Problem: Calculate the sum of 89/44 and 69/5.
DeepSeek Math 7B Base:
Reasoning: 89/44 + 69/5 = <<89/44+69/5=10.0227272727273>>10.0227272727273 ### Answer: 10.0227272727273
Expected answer: 3481/220
Correct? No
Problem: Calculate the following expression: 79/32 - 52/55.
DeepSeek Math 7B Base:
79/32 - 52/55 = <<79/32-52/55=0.201>>0.201
Expected answer: 2681/1760
Correct? No
Problem: If Wooden Treasures, a furniture workshop, cuts a log into pieces. Each piece is 45/2 feet long. If they sell a piece of wood that is 18/90 feet shorter than the usual length, how long is the piece they sold?
DeepSeek Math 7B Base:
Reasoning: The usual length of a piece of wood is 45/2 = <<45/2=22.5>>22.5 feet. The length of the piece they sold is 22.5-18/90 = <<22.5-18/90=22.2>>22.2 feet. ### Answer: 22.2 feet
Expected answer: 223/10
Correct? No
Problem: What is the sum of 99/92 and 15/74 as a simplified fraction?
DeepSeek Math 7B Base:
Reasoning: 99/92 + 15/74 = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99*74+15*92)/(92*74)>>(99*74+15*92)/(92*74) = <<(99*74+15*92)/(92*74)=>(99
Expected answer: 4353/3404
Correct? Yes
Problem: Following the previous problem, add the result of 99/92 + 15/74 to 27/71. What is the new sum as a simplified fraction?
DeepSeek Math 7B Base:
Reasoning: 99/92 + 15/74 + 27/71 = <<(99*74+15*92+27*92)/(92*74*71)=>(99*74+15*92+27*92)/(92*74*71)>>(99*74+15*92+27*92)/(92*74*71) = <<(99*74+15*92+27*92)/(92*74*71)=>(99*74+15*92+27*92)/(92*74*71)>>(99*74+15*92+27*92)/(92*74*71) = <<(99*74+15*92+27*92)/(92*74*71)=>(99*74+15*92+27*92)/(92*74*71)>>(99*74+15*92+27*92)/(92*74*71) = <<(99*74+15*92+27*92)/(92*74*71)=>(99*74+15*92+27*92)/(92*74*71)>>(99*74+15*92+27*92)/(92*74*71) = <<(99*74+15*92+27*92)/(92*74*71)=>(99*74+15*92+27*92)/(92*74*71)>>(99*74+15*92+27*92)/(92*74*71) = <<(99*74+15*92+27*92)/(92*74*71)=>(99*74+15*92+27*92)/(92*74*71)>>(99*74+15*92+27*92)/(92*74*71) = <<(99*74+15*92+27*92)/(92*74*71)=>(99*74+15*92+27*92)/(92*74*71)>>(99*74+15*92+27*92)/(92*74*71) = <<(99*74+15*92+27*92)/(92*74*71)=>(99*74+15*92+27*92)/(92*74*71)>>(99*74+15*92+27*92)/(92*74*71) = <<(99*74+15*92+27*92)/(92*74*71)=>(99*74+15*92+27*92)/(92*74*71)>>(99*74+15*92+27*92)/(92*74*71) = <<(99*74+15*92+27*92)/(92*74*71)=>(99*74+15*92+27*92)/(92*74*71)>>(99*74+15*92+27*92)/(92*74*71) = <<(99*74+15*92+27*92)/(92*74*71)=>(99*74+15*92+27*92)/(92*74*71)>>(99*74+15*92+27*92)/(92*74*71) = <<(99*74+15*92+27*92)/(92*74*71)=
Expected answer: 400971/241684
Correct? No
Problem: Instead of the previous calculation, what would be the sum of 99/92 and 15/54 as a simplified fraction?
DeepSeek Math 7B Base:
Reasoning: 99/92 + 15/54 = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54)>>(99*54+15*92)/(92*54) = <<(99*54+15*92)/(92*54)=>(99*54+15*92)/(92*54
Expected answer: 1121/828
Correct? Yes
Problem: Calculate the result of 54/1 + 62/30. Express your answer in simplest terms.
DeepSeek Math 7B Base:
Reasoning: 54/1 + 62/30 = <<54/1+62/30=180/30+62/30=242/30>>242/30 = 8<<242/30=8.0666666666666666666666666666667>>.0666666666666666666666666666667. ### Answer: 8.0666666666666666666666666666667
Expected answer: 841/15
Correct? No
Problem: What value do you get by adding 85/29 and 47/7?
DeepSeek Math 7B Base:
Reasoning: 85/29 + 47/7 = <<85/29+47/7=10.03>>10.03 ### Answer: 10.03
Expected answer: 1958/203
Correct? No