Problem: Math problem: Determine the value of the sum when adding (74 / 63) and (91 / 78).

CodeLlama 7B:

  To add (74/63) and (91/78), we need to follow the order of operations (PEMDAS):

1. Evaluate the expressions inside the parentheses:
(74/63) = 1.15 and (91/78) = 1.12
2. Add the two values:
1.15 + 1.12 = 2.27

Therefore, the sum of (74/63) and (91/78) is 2.27.

Expected answer: 295/126

Correct? No

Problem: What is the result of adding 94/5 to 1/25?

CodeLlama 7B:

  The result of adding 94/5 to 1/25 is 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25 = 94/5 + 1/25

Expected answer: 471/25

Correct? No

Problem: What is the result of subtracting 48/20 from 49/8? Answer as a simplified fraction.

CodeLlama 7B:

  To subtract 48/20 from 49/8, we need to subtract the numerators and denominators separately.

Numerator: 48 - 49 = -1
Denominator: 20 - 8 = 12

So, the result of subtracting 48/20 from 49/8 is -1/12.

Simplifying the fraction, we get -1/12 = -1/8.

Expected answer: 149/40

Correct? No

Problem: Calculate the value of the expression ((45 / 5) - (6 / 47)).

CodeLlama 7B:

  To calculate the value of the expression ((45 / 5) - (6 / 47)), we need to follow the order of operations (PEMDAS):

1. Divide 45 by 5: 45/5 = 9
2. Divide 6 by 47: 6/47 = 0.134
3. Subtract 0.134 from 9: 9 - 0.134 = 8.866

Therefore, the value of the expression ((45 / 5) - (6 / 47)) is 8.866.

Expected answer: 417/47

Correct? No

Problem: What is the sum of 22/49 and 72/35? Provide your answer as a simplified fraction.

CodeLlama 7B:

  The sum of 22/49 and 72/35 can be calculated as follows:

22/49 + 72/35 = (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
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= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (72/35)
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= (22/49) + (72/35)
= (22/49) + (72/35)
= (22/49) + (7

Expected answer: 614/245

Correct? No

Problem: What is the result of (39 / 9) - (44 / 69)?

CodeLlama 7B:

  To perform the calculation, we need to follow the order of operations (PEMDAS):

1. Parentheses: None
2. Exponents (none in this case)
3. Multiplication and Division (from left to right)

So, first we calculate the division:

(39 / 9) = 4

Next, we calculate the division:

(44 / 69) = 0.62

Now, we subtract the second expression from the first:

4 - 0.62 = 3.38

Therefore, the result of (39 / 9) - (44 / 69) is 3.38.

Expected answer: 85/23

Correct? No

Problem: Calculate the sum of 49/79 and 18/21.

CodeLlama 7B:

  To calculate the sum of 49/79 and 18/21, we need to follow the correct order of operations (PEMDAS):

1. Multiply 49 and 18: 49 × 18 = 832
2. Divide 832 by 79: 832 ÷ 79 = 10
3. Divide 10 by 21: 10 ÷ 21 = 0.48

Therefore, the sum of 49/79 and 18/21 is 10 + 0.48 = 10.48.

Expected answer: 817/553

Correct? No

Problem: What is the sum of 95/46 and 65/31?

CodeLlama 7B:

  To find the sum of 95/46 and 65/31, we need to first simplify the fractions.

95/46 = 21/7
65/31 = 21/7

Now, we can add the two fractions:

21/7 + 21/7 = 42/7

So, the sum of 95/46 and 65/31 is 42/7.

Expected answer: 5935/1426

Correct? No

Problem: What is the sum of 25 over 63 and 74 over 6?

CodeLlama 7B:

  To find the sum of 25 over 63 and 74 over 6, we need to perform the following operations:

1. 25 over 63 = 25/63 = 0.39
2. 74 over 6 = 74/6 = 12

Now, we add the two fractions:

0.39 + 12 = 12.39

Therefore, the sum of 25 over 63 and 74 over 6 is 12.39.

Expected answer: 802/63

Correct? No

Problem: What is the sum of 79/91 and 100/47?

CodeLlama 7B:

  The sum of 79/91 and 100/47 is 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91 + 100/47 = 79/91

Expected answer: 12813/4277

Correct? No

Problem: What is the result of ((55 / 47) + (72 / 21))?

CodeLlama 7B:

  The result of ((55 / 47) + (72 / 21)) is:

((55 / 47) + (72 / 21)) = (11 / 7) + (36 / 10) = (11 + 36) / (7 + 10) = 47 / 17 = 2.64

So the result of the expression is 2.64.

Expected answer: 1513/329

Correct? No

Problem: What is the sum of 86/62 and 99/41?

CodeLlama 7B:

  To find the sum of 86/62 and 99/41, we need to first simplify the fractions.

86/62 = 14/31
99/41 = 23/13

Now, we can add the two fractions:

14/31 + 23/13 = 37/44

So, the sum of 86/62 and 99/41 is 37/44.

Expected answer: 4832/1271

Correct? No

Problem: Calculate the sum of 87/88 and 24/13.

CodeLlama 7B:

  The sum of 87/88 and 24/13 can be calculated as follows:

87/88 = 1 + 1/88
24/13 = 1 + 1/13

Therefore, the sum of 87/88 and 24/13 is:

1 + 1/88 + 1 + 1/13 = 2 + 1/88 + 1/13 = 2 + 1/(88*13) = 2 + 1/1144

So, the sum of 87/88 and 24/13 is approximately 2.0000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000

Expected answer: 3243/1144

Correct? No

Problem: Calculate ((68 / 33) + (70 / 25)). Write your answer in its simplest form.

CodeLlama 7B:

  ((68 / 33) + (70 / 25)) = (2.2 + 2.8) = 5.0

### Answer: 5.0

Expected answer: 802/165

Correct? No

Problem: What is the summation of 35/97 and 11/9? Express the result in simplest form.

CodeLlama 7B:

  The summation of 35/97 and 11/9 is:

35/97 + 11/9 = (35 x 9) / (97 x 9) + (11 x 9) / (97 x 9)

= 323 / 979 + 101 / 979

= 323 + 101

= 424

Therefore, the result is 424.

Expected answer: 1382/873

Correct? No

Problem: What is the result of subtracting 79/70 from 11/5?

CodeLlama 7B:

  To subtract 79/70 from 11/5, we need to first convert the fractions to decimals.

79/70 = 1.14
11/5 = 2.2

Now, we can subtract the decimals:

1.14 - 2.2 = -0.86

So, the result of subtracting 79/70 from 11/5 is -0.86.

Expected answer: 15/14

Correct? No

Problem: What is the sum of 68/16 and 52/78?

CodeLlama 7B:

  The sum of 68/16 and 52/78 is 68/16 + 52/78 = 68/16 + 52/78 = <<68/16+52/78=120/16>>120/16.

Expected answer: 59/12

Correct? No

Problem: Find the sum of 21/75 and 44/47.

CodeLlama 7B:

  To find the sum of 21/75 and 44/47, we need to follow the correct order of operations (PEMDAS):

1. Multiply 21 and 44: 21 × 44 = 916
2. Divide 916 by 75: 916 ÷ 75 = 12
3. Divide 916 by 47: 916 ÷ 47 = 19

Therefore, the sum of 21/75 and 44/47 is 12 + 19 = 31.

### Answer: 31

Expected answer: 1429/1175

Correct? No

Problem: Calculate the result of (77/5 + 4/11).

CodeLlama 7B:

  To calculate the result of (77/5 + 4/11), we need to follow the order of operations (PEMDAS):

1. Divide 77 by 5: 77/5 = 15
2. Divide 4 by 11: 4/11 = 0.36
3. Add 15 and 0.36: 15 + 0.36 = 15.36

Therefore, the result of (77/5 + 4/11) is 15.36.

Expected answer: 867/55

Correct? No

Problem: What's the sum of 60/48 and 37/47?

CodeLlama 7B:

  The sum of 60/48 and 37/47 is:

60/48 + 37/47 = 12/7 + 11/7 = 23/7

So the sum is 23/7.

Expected answer: 383/188

Correct? No

Problem: Solve ((14 / 72) + (25 / 6)).

CodeLlama 7B:

  To solve this problem, we need to follow the order of operations (PEMDAS):

1. Divide 14 by 72: 14 ÷ 72 = 0.19
2. Divide 25 by 6: 25 ÷ 6 = 4.17
3. Add the results: 0.19 + 4.17 = 4.36

Therefore, the final answer is 4.36.

Expected answer: 157/36

Correct? No

Problem: What is the sum of 84/97 and 25/2?

CodeLlama 7B:

  The sum of 84/97 and 25/2 is 119/97.

Reasoning:

84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 84/97 = 8

Expected answer: 2593/194

Correct? No

Problem: What is the difference between the fractions 66/20 and 4/78?

CodeLlama 7B:

  To find the difference between the fractions 66/20 and 4/78, we need to subtract the numerators (66 and 4) and the denominators (20 and 78).

66/20 - 4/78 = (66 - 4) / (20 - 78)
= 62 / 58
= 11/7

So the difference between the fractions 66/20 and 4/78 is 11/7.

Expected answer: 1267/390

Correct? No

Problem: Calculate the expression: 83 divided by 37 minus 12 divided by 14.

CodeLlama 7B:

  To calculate the expression 83 divided by 37 minus 12 divided by 14, we need to follow the order of operations (PEMDAS):

1. Divide 83 by 37: 83 ÷ 37 = 2
2. Divide 12 by 14: 12 ÷ 14 = 0.88
3. Subtract 0.88 from 2: 2 - 0.88 = 1.12

Therefore, the final result is 1.12.

Expected answer: 359/259

Correct? No

Problem: What is the sum of 95/57 and 28/80?

CodeLlama 7B:

  To find the sum of 95/57 and 28/80, we need to first simplify the fractions.

95/57 = 1 + 1/57
28/80 = 2 + 2/80

Now, we can add the simplified fractions:

1 + 1/57 + 2 + 2/80 = 3 + 3/57 + 2/80

Simplifying further, we get:

3 + 3/57 + 2/80 = 3 + 3/57 + 2/80

Therefore, the sum of 95/57 and 28/80 is 3 + 3/57 + 2/80.

### Answer: 3 + 3/57 + 2/80

Expected answer: 121/60

Correct? No

Problem: Calculate the sum of 14/57 and 92/42.

CodeLlama 7B:

  To calculate the sum of 14/57 and 92/42, we need to follow the correct order of operations (PEMDAS):

1. Multiply 14 and 92: 14 × 92 = 1264
2. Divide 1264 by 57: 1264 ÷ 57 = 22
3. Divide 1264 by 42: 1264 ÷ 42 = 30

Therefore, the sum of 14/57 and 92/42 is 22 + 30 = 52.

Expected answer: 324/133

Correct? No

Problem: What is the result of ((77 / 55) + (6 / 5))?

CodeLlama 7B:

  The result of ((77 / 55) + (6 / 5)) is 11.

Here's the calculation:

((77 / 55) + (6 / 5)) = (1.34 + 1.2) = 11

So the result is 11.

Expected answer: 13/5

Correct? No

Problem: Calculate the value of (56 / 8) + (90 / 86). How much does it equal?

CodeLlama 7B:

  To calculate the value of (56 / 8) + (90 / 86), we need to follow the order of operations (PEMDAS):

1. Divide 56 by 8: 56 ÷ 8 = 7
2. Divide 90 by 86: 90 ÷ 86 = 9/11
3. Add 7 and 9/11: 7 + 9/11 = 16/11

Therefore, (56 / 8) + (90 / 86) equals 16/11.

Expected answer: 346/43

Correct? No

Problem: What is the sum of 23/20 and 82/97?

CodeLlama 7B:

  The sum of 23/20 and 82/97 is 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 23/20 + 82/97 = 2

Expected answer: 3871/1940

Correct? No

Problem: Calculate the sum of 54/88 and 28/10.

CodeLlama 7B:

  To calculate the sum of 54/88 and 28/10, we need to follow the order of operations (PEMDAS):

1. Multiply 54 and 28: 54 × 28 = 1464
2. Divide 1464 by 88: 1464 ÷ 88 = 16
3. Divide 16 by 10: 16 ÷ 10 = 1.6

Therefore, the sum of 54/88 and 28/10 is 1.6.

Expected answer: 751/220

Correct? No

Problem: What is the result of the following operation: 7 / 69 + 71 / 47?

CodeLlama 7B:

  To perform the operation, we need to follow the order of operations (PEMDAS):

1. Parentheses: None
2. Exponents (none in this case)
3. Multiplication and Division (from left to right)
4. Addition and Subtraction (from left to right)

So, the result of the operation is:

7 / 69 + 71 / 47 = (7 / 69) + (71 / 47)

= (1 / 11) + (14 / 7)

= 1 / 11 + 14 / 7

= 1 / 11 + 2

= 3 / 11

Therefore, the result of the operation is 3 / 11.

Expected answer: 5228/3243

Correct? No

Problem: What is the sum of 15/32 and 65/15?

CodeLlama 7B:

  The sum of 15/32 and 65/15 is 15/32 + 65/15 = 15/32 + 65/15 = 80/32 = 2.5.

### Answer: 2.5

Expected answer: 461/96

Correct? No

Problem: What is the sum of 4/31 and 76/11?

CodeLlama 7B:

  To find the sum of 4/31 and 76/11, we need to follow the correct order of operations (PEMDAS):

1. Multiply 4 and 76: 4 × 76 = 304
2. Divide 304 by 31: 304 ÷ 31 = 9.67
3. Divide 304 by 11: 304 ÷ 11 = 27.27

Therefore, the sum of 4/31 and 76/11 is 9.67 + 27.27 = 37.94.

### Answer: 37.94

Expected answer: 2400/341

Correct? No

Problem: What is the sum when you add 82/15 to 100/12?

CodeLlama 7B:

  The sum of 82/15 and 100/12 is 98/12.

To see why, we can simplify the fractions by dividing both numerator and denominator by the greatest common divisor (GCD) of the two fractions. In this case, the GCD is 3, so we can write:

82/15 = 6/3
100/12 = 8/3

Now we can add the two fractions:

6/3 + 8/3 = 14/3

So the sum of 82/15 and 100/12 is 14/3.

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.

CodeLlama 7B:

  The expression is:

((92 / 29) + (41 / 33))

To simplify this expression, we can first add the two fractions:

(92 / 29) + (41 / 33) = (92 + 41) / (29 + 33)

= 133 / 62

So the result of the expression is 133/62.

Expected answer: 4225/957

Correct? No

Problem: What is the sum of 57/29 and 14/98?

CodeLlama 7B:

  The sum of 57/29 and 14/98 is 71/29.

Reasoning:

57/29 = 2
14/98 = 0.14

So, the sum of 57/29 and 14/98 is 2 + 0.14 = 2.14.

However, we can simplify the fraction by dividing both the numerator and the denominator by the greatest common divisor (GCD) of the two fractions, which is 29 in this case.

Therefore, the sum of 57/29 and 14/98 is 71/29.

Expected answer: 428/203

Correct? No

Problem: Solve the given expression: 70/25 + 83/28.

CodeLlama 7B:

  To solve the given expression, we need to follow the order of operations (PEMDAS):

1. Parentheses: None
2. Exponents (none in this case)
3. Multiplication and Division (from left to right)
4. Addition and Subtraction (from left to right)

So, first we calculate the expressions inside the parentheses:

70/25 = 2
83/28 = 2

Now, we can calculate the final result:

2 + 2 = 4

Therefore, the final result of the expression 70/25 + 83/28 is 4.

Expected answer: 807/140

Correct? No

Problem: What is the result of adding the fractions 50/73 and 20/23?

CodeLlama 7B:

  To add the fractions 50/73 and 20/23, we need to find the least common multiple (LCM) of the denominators, which is 106. Then, we can convert both fractions to the same denominator and add them.

50/73 = 6/106
20/23 = 4/106

So, the sum of the fractions is:

6/106 + 4/106 = 10/106

Therefore, the result of adding the fractions 50/73 and 20/23 is 10/106.

Expected answer: 2610/1679

Correct? No

Problem: What is the value of ((49 / 57) + (89 / 99))?

CodeLlama 7B:

  The value of ((49 / 57) + (89 / 99)) is:

((49 / 57) + (89 / 99)) = (7 / 57) + (17 / 99)

= (7 + 17) / (57 + 99)

= 24 / 156

= 1/6

So, the value of ((49 / 57) + (89 / 99)) is 1/6.

Expected answer: 3308/1881

Correct? No

Problem: Calculate the result of 94 / 35 - 23 / 49. Report your answer as a simplified fraction.

CodeLlama 7B:

  To calculate the result of 94 / 35 - 23 / 49, we need to follow the order of operations (PEMDAS):

1. Divide 94 by 35: 94 ÷ 35 = 2
2. Divide 23 by 49: 23 ÷ 49 = 1/2
3. Subtract 1/2 from 2: 2 - 1/2 = 3/2

Therefore, the result of 94 / 35 - 23 / 49 is 3/2. Simplifying this fraction, we get 6/4.

Expected answer: 543/245

Correct? No

Problem: Calculate the sum of 58/30 and 49/37 and leave your answer as a fraction.

CodeLlama 7B:

  To calculate the sum of 58/30 and 49/37, we need to follow the steps to add fractions.

Step 1: Find the common denominator.
The common denominator of 58/30 and 49/37 is 37.

Step 2: Multiply both fractions by the common denominator.
58/30 x 37 = 2034/30
49/37 x 37 = 1793/37

Step 3: Add the numerators.
2034 + 1793 = 3827

Step 4: Divide the sum by the common denominator.
3827/37 = 100.07

Therefore, the sum of 58/30 and 49/37 is 100.07.

Expected answer: 1808/555

Correct? No

Problem: Calculate the sum of 45/53 and 71/50.

CodeLlama 7B:

  To calculate the sum of 45/53 and 71/50, we need to follow the correct order of operations (PEMDAS):

1. Multiply 45 and 71: 45 × 71 = 3155
2. Divide 3155 by 53: 3155 ÷ 53 = 59
3. Divide 59 by 50: 59 ÷ 50 = 1.19

Therefore, the sum of 45/53 and 71/50 is 1.19.

Expected answer: 6013/2650

Correct? No

Problem: Calculate the sum of 36/72 and 49/1.

CodeLlama 7B:

  The sum of 36/72 and 49/1 can be calculated as follows:

36/72 = 1/2
49/1 = 49

Therefore, the sum of 36/72 and 49/1 is:

1/2 + 49 = 49/2 + 49 = 98

So the sum is 98.

Expected answer: 99/2

Correct? No

Problem: What is the sum of 61/20 and 29/15?

CodeLlama 7B:

  To find the sum of 61/20 and 29/15, we need to first simplify the fractions.

61/20 = 3/5
29/15 = 3/5

Now, we can add the fractions:

3/5 + 3/5 = 6/5

So, the sum of 61/20 and 29/15 is 6/5.

Expected answer: 299/60

Correct? No

Problem: Solve the expression ((33 / 90) + (77 / 79)). Give your answer as an unsimplified fraction.

CodeLlama 7B:

  The expression is:

((33 / 90) + (77 / 79))

To solve this expression, we need to follow the order of operations (PEMDAS):

1. Parentheses: Evaluate the expressions inside the parentheses first.
2. Exponents (none in this case)
3. Multiplication and Division (from left to right)
4. Addition and Subtraction (from left to right)

So, let's start by evaluating the expressions inside the parentheses:

(33 / 90) = 33 / 90 = 1/2

(77 / 79) = 77 / 79 = 9/10

Now, let's add the two fractions:

1/2 + 9/10 = 11/20

Therefore, the final answer is 11/20.

Expected answer: 3179/2370

Correct? No

Problem: What is the sum of 30/79 and 29/6? Give your answer as a fraction.

CodeLlama 7B:

  The sum of 30/79 and 29/6 can be calculated as follows:

30/79 + 29/6 = (30 x 6) / (79 x 6) + (29 x 79) / (6 x 79)

= 180 / 5,051 + 2,079 / 5,051

= 180 + 2,079

= 2,259

Therefore, the sum of 30/79 and 29/6 is 2,259.

Expected answer: 2471/474

Correct? No

Problem: What is the answer when you subtract 11/66 from 59/2?

CodeLlama 7B:

  When you subtract 11/66 from 59/2, you are essentially subtracting the fraction 11/66 from the fraction 59/2.

To subtract fractions, you need to find the least common multiple (LCM) of the denominators and then convert both fractions to the same denominator. In this case, the LCM of 66 and 2 is 132.

So, we convert 11/66 to 11/132 and 59/2 to 59/132.

Now, we can subtract the fractions:

11/132 - 59/132 = -48/132

So, the result of subtracting 11/66 from 59/2 is -48/132.

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?

CodeLlama 7B:

  To add the fractions 58/23 and 25/26, we need to find the least common multiple (LCM) of the denominators, which is 132. Then, we can convert both fractions to the same denominator and add them.

58/23 = 25/132
25/26 = 17/132

Now, we can add the two fractions:

25/132 + 17/132 = 42/132

Therefore, the sum of the two fractions is 42/132.

Expected answer: 2083/598

Correct? No

Problem: Calculate the sum of the fractions 70/13 and 17/52.

CodeLlama 7B:

  To calculate the sum of the fractions 70/13 and 17/52, we need to follow the steps to add fractions.

Step 1: Find the common denominator.
The common denominator of 70/13 and 17/52 is 65.

Step 2: Multiply both fractions by the common denominator.
70/13 × 65 = 495/13
17/52 × 65 = 289/52

Step 3: Add the numerators.
495/13 + 289/52 = 784/13

Step 4: Reduce the fraction by dividing both the numerator and denominator by the greatest common divisor (GCD) of the numerator and denominator.
In this case, the GCD of 784 and 13 is 1, so we can divide both the numerator and denominator by 1 to get:
784/13 = 59

Therefore, the sum of the fractions 70/13 and 17/52 is 59.

Expected answer: 297/52

Correct? No

Problem: What is the sum of 78/44 and 17/91?

CodeLlama 7B:

  The sum of 78/44 and 17/91 is 78/44 + 17/91 = 3.66 + 0.18 = 3.84.

### Answer: 3.84

Expected answer: 3923/2002

Correct? No

Problem: What is the sum of 43/4 and 71/4?

CodeLlama 7B:

  The sum of 43/4 and 71/4 is 43/4 + 71/4 = 114/4 = 28.

Expected answer: 57/2

Correct? No

Problem: What is the result of adding the fractions 17/74 and 53/27?

CodeLlama 7B:

  To add the fractions 17/74 and 53/27, we need to find the least common multiple (LCM) of the denominators, which is 142.

Then, we can rewrite the fractions as:

17/74 = 17/142
53/27 = 53/142

Now, we can add the fractions by adding the numerators and keeping the denominator the same:

17/142 + 53/142 = 70/142

Therefore, the result of adding the fractions 17/74 and 53/27 is 70/142.

Expected answer: 4381/1998

Correct? No

Problem: Compute the value of (76/76) + (96/16).

CodeLlama 7B:

  To compute the value of (76/76) + (96/16), we need to follow the order of operations (PEMDAS):

1. Evaluate the expressions inside the parentheses:
(76/76) = 1
(96/16) = 6
2. Add the results:
1 + 6 = 7

Therefore, (76/76) + (96/16) = 7.

Expected answer: 7

Correct? Yes

Problem: What is the result of ((94 / 14) - (50 / 90))? Answer as a simplified fraction.

CodeLlama 7B:

  The result of ((94 / 14) - (50 / 90)) is ((94/14) - (50/90)) = (7/2) - (5/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1/2) - (1/9) = (1

Expected answer: 388/63

Correct? No

Problem: What is the result of subtracting twenty-nine seventy-ninths from thirty-three sevenths?

CodeLlama 7B:

  Subtracting 29/79 from 33/7 is equal to:

(33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (33/7) - (29/79) = (3

Expected answer: 2404/553

Correct? No

Problem: What is the sum of 60/79 and 53/38?

CodeLlama 7B:

  To find the sum of 60/79 and 53/38, we need to follow the correct order of operations (PEMDAS):

1. Multiply 60 and 53: 60 × 53 = 3150
2. Divide 3150 by 79: 3150 ÷ 79 = 40
3. Divide 3150 by 38: 3150 ÷ 38 = 84

Therefore, the sum of 60/79 and 53/38 is 40 + 84 = 124.

### Answer: 124

Expected answer: 6467/3002

Correct? No

Problem: Solve the following fraction equation: 39/48 + 19/84.

CodeLlama 7B:

  To solve this equation, we need to add the two fractions.

39/48 + 19/84 = (39/48) + (19/84)

= (39/48) + (19/84)

= 39/48 + 19/84

= 58/48

= 1.25

So, the solution to the equation is 1.25.

Expected answer: 349/336

Correct? No

Problem: What is the sum of 16/86 and 60/3?

CodeLlama 7B:

  The sum of 16/86 and 60/3 is 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 60/3 = 16/86 + 

Expected answer: 868/43

Correct? No

Problem: Solve the following equation: ((95 / 69) + (67 / 9))

CodeLlama 7B:

  To solve this equation, we need to follow the order of operations (PEMDAS):

1. Divide 95 by 69: 95 ÷ 69 = 1
2. Divide 67 by 9: 67 ÷ 9 = 7
3. Add 1 and 7: 1 + 7 = 8

Therefore, the solution to the equation is 8.

Expected answer: 1826/207

Correct? No

Problem: Calculate the result of 95 / 16 - 43 / 60.

CodeLlama 7B:

  To calculate the result of 95 / 16 - 43 / 60, we need to follow the order of operations (PEMDAS):

1. Divide 95 by 16: 95 ÷ 16 = 5.88
2. Divide 43 by 60: 43 ÷ 60 = 0.72
3. Subtract 0.72 from 5.88: 5.88 - 0.72 = 5.16

Therefore, the result of 95 / 16 - 43 / 60 is 5.16.

Expected answer: 1253/240

Correct? No

Problem: What is the sum of the fractions 38/8 and 4/16?

CodeLlama 7B:

  To add the fractions 38/8 and 4/16, we need to find the least common multiple (LCM) of the denominators, which is 16.

So, we can rewrite the fractions as:

38/8 = 4 14/16
4/16 = 2/16

Now, we can add the fractions:

4 14/16 + 2/16 = 6 28/16

Therefore, the sum of the fractions 38/8 and 4/16 is 6 28/16.

### Answer: 6 28/16

Expected answer: 5

Correct? No

Problem: Calculate the result of 67 / 15 - 27 / 12.

CodeLlama 7B:

  To calculate the result of 67 / 15 - 27 / 12, we need to follow the order of operations (PEMDAS):

1. Divide 67 by 15: 67 ÷ 15 = 4
2. Divide 27 by 12: 27 ÷ 12 = 2
3. Subtract 2 from 4: 4 - 2 = 2

Therefore, the result of 67 / 15 - 27 / 12 is 2.

Expected answer: 133/60

Correct? No

Problem: Calculate the sum of 38/59 and 80/94.

CodeLlama 7B:

  The sum of 38/59 and 80/94 is:

(38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38/59) + (80/94) = (38

Expected answer: 4146/2773

Correct? Yes

Problem: Calculate the sum of 10/14 and 70/20. Report your answer as a decimal.

CodeLlama 7B:

  The sum of 10/14 and 70/20 can be calculated as follows:

10/14 = 0.714
70/20 = 3.5

The sum of these two fractions is:

0.714 + 3.5 = 4.214

Therefore, the sum of 10/14 and 70/20 is 4.214.

Expected answer: 59/14

Correct? No

Problem: What is the result of subtracting 19/44 from 33/5?

CodeLlama 7B:

  To subtract 19/44 from 33/5, we need to find the difference of the two fractions.

First, we need to convert the fractions to their lowest terms.

19/44 = 19/44 \* 100 = 4.375

33/5 = 33/5 \* 100 = 6.6

Now, we can subtract the two fractions:

4.375 - 6.6 = -2.225

So, the result of subtracting 19/44 from 33/5 is -2.225.

Expected answer: 1357/220

Correct? No

Problem: Find the result for (97 / 13) + (62 / 22). Answer as a decimal to the nearest hundredth.

CodeLlama 7B:

  (97 / 13) + (62 / 22) = (97 / 13) + (62 / 22) = (97 / 13) + (31 / 22) = (97 / 13) + (15 / 11) = (112 / 13) + (15 / 11) = (127 / 13) = 9.407.

Therefore, the result of (97 / 13) + (62 / 22) is 9.407.

Expected answer: 1470/143

Correct? No

Problem: What is the sum of 78 divided by 35 and 30 divided by 60?

CodeLlama 7B:

  The sum of 78 divided by 35 and 30 divided by 60 can be calculated as follows:

78 ÷ 35 = 2
30 ÷ 60 = 1/2

Therefore, the sum of 78 divided by 35 and 30 divided by 60 is 2 + 1/2 = 3/2.

Expected answer: 191/70

Correct? No

Problem: What is the sum of 49/75 and 88/58?

CodeLlama 7B:

  The sum of 49/75 and 88/58 is 34/75.

Reasoning:

49/75 = 6/5
88/58 = 16/7

Adding these two fractions together, we get:

6/5 + 16/7 = 34/75

Therefore, the sum of 49/75 and 88/58 is 34/75.

Expected answer: 4721/2175

Correct? No

Problem: What is the result of ((50 / 2) - (50 / 32))?

CodeLlama 7B:

  The result of ((50 / 2) - (50 / 32)) is 16.

Here's the step-by-step calculation:

1. ((50 / 2) - (50 / 32)) = ((25) - (1.5))
2. (25) - (1.5) = 23.5
3. 23.5

Therefore, the result of ((50 / 2) - (50 / 32)) is 23.5.

Expected answer: 375/16

Correct? No

Problem: What is the result of ((77 / 30) + (18 / 51))?

CodeLlama 7B:

  The result of ((77 / 30) + (18 / 51)) is:

((77 / 30) + (18 / 51)) = (2.57 + 0.36) = 3.93

So the result is 3.93.

Expected answer: 1489/510

Correct? No

Problem: What is the result of (36 / 37) + (8 / 4)?

CodeLlama 7B:

  The result of (36 / 37) + (8 / 4) is (36 / 37) + (8 / 4) = 1 + 2 = 3.

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.

CodeLlama 7B:

  To calculate the result of (57 / 22) - (72 / 48), we need to follow the order of operations (PEMDAS):

1. Evaluate the expressions inside the parentheses:
(57 / 22) = 2
(72 / 48) = 1 1/2
2. Subtract the expressions:
2 - 1 1/2 = 1 1/2

Therefore, the result of (57 / 22) - (72 / 48) is 1 1/2.

In simplest form, the result can be written as 3/2.

Expected answer: 12/11

Correct? No

Problem: What is the sum of 48 divided by 16 and 12 divided by 29?

CodeLlama 7B:

  The sum of 48 divided by 16 and 12 divided by 29 is:

48/16 = 3
12/29 = 0.42

So, the sum is:
3 + 0.42 = 3.42

Expected answer: 99/29

Correct? No

Problem: What is the sum of 37/20 and 16/75? Write your answer as a simplified fraction.

CodeLlama 7B:

  The sum of 37/20 and 16/75 can be calculated as follows:

37/20 + 16/75 = (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
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= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (16/75)
= (37/20) + (1

Expected answer: 619/300

Correct? No

Problem: Calculate the summation: 83/40 + 6/8.

CodeLlama 7B:

  The summation is:

83/40 + 6/8 = (83/40) + (6/8)
= (21/4) + (3/4)
= 5 + 3/4
= 5 + 0.75
= 5.75

Therefore, the summation is 5.75.

Expected answer: 113/40

Correct? No

Problem: Find the result of the addition of the fractions 37/69 and 67/61.

CodeLlama 7B:

  To add the fractions 37/69 and 67/61, we need to find the least common multiple (LCM) of the denominators, which is 1393.

Then, we can rewrite the fractions as:

37/69 = 37/1393
67/61 = 67/1393

Now, we can add the fractions by adding the numerators and keeping the denominator the same:

37/1393 + 67/1393 = 104/1393

Therefore, the result of the addition of the fractions 37/69 and 67/61 is 104/1393.

Expected answer: 6880/4209

Correct? No

Problem: What is the sum of 89/84 and 75/34?

CodeLlama 7B:

  To find the sum of 89/84 and 75/34, we need to first simplify the fractions.

89/84 = 10/8
75/34 = 22/17

Now, we can add the two fractions:

10/8 + 22/17 = 32/25

So, the sum of 89/84 and 75/34 is 32/25.

Expected answer: 4663/1428

Correct? No

Problem: What is the result when you add 51/78 and 44/83?

CodeLlama 7B:

  When you add 51/78 and 44/83, you get:

(51/78) + (44/83) = (51 + 44) / (78 + 83)
= (95) / (161)
= 95/161

So the result of adding 51/78 and 44/83 is 95/161.

Expected answer: 2555/2158

Correct? No

Problem: Calculate the sum of the fractions 99/85 and 77/55.

CodeLlama 7B:

  To calculate the sum of the fractions 99/85 and 77/55, we need to follow the steps for adding fractions.

First, we need to find the least common multiple (LCM) of the denominators of the two fractions. The LCM of 85 and 55 is 420.

Next, we can convert the fractions to equivalent fractions with a denominator of 420.

99/85 = 21/420
77/55 = 14/420

Now, we can add the two equivalent fractions:

21/420 + 14/420 = 35/420

Therefore, the sum of the fractions 99/85 and 77/55 is 35/420.

Expected answer: 218/85

Correct? No

Problem: What is the value of 97 / 56 - 31 / 52? Represent your answer as a simplified fraction.

CodeLlama 7B:

  To find the value of 97/56 - 31/52, we need to subtract the two fractions.

97/56 = 1 + 17/56
31/52 = 1 + 10/52

So, we can subtract the two fractions as follows:

1 + 17/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1 + 7/56 - 1 - 10/52
= 1

Expected answer: 827/728

Correct? No

Problem: Calculate the result of the following fraction operation: (78 / 74) + (72 / 51).

CodeLlama 7B:

  To calculate the result of the fraction operation, we need to follow the order of operations (PEMDAS):

1. Parentheses: None
2. Exponents (none in this case)
3. Multiplication and Division (from left to right)
4. Addition and Subtraction (from left to right)

So, first we calculate the two fractions inside the parentheses:

(78 / 74) = 11/7
(72 / 51) = 13/25

Now we add the two fractions:

11/7 + 13/25 = 24/25

Therefore, the result of the fraction operation is 24/25.

Expected answer: 1551/629

Correct? No

Problem: What is the result of the operation (33 / 23) - (12 / 75)? Express your answer as a fraction.

CodeLlama 7B:

  The result of the operation (33 / 23) - (12 / 75) is:

(33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (33 / 23) - (12 / 75) = (

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.

CodeLlama 7B:

  The result of the operation 85/42 - 98/99 is:

85/42 = 20.5
98/99 = 98/99

Subtracting these two fractions gives:

20.5 - 98/99 = -77.5/99

Simplifying the answer to the nearest hundredth gives:

-77.5/99 = -0.78

Therefore, the result of the operation 85/42 - 98/99 is -0.78.

Expected answer: 1433/1386

Correct? No

Problem: What is the sum of 19/30 and 75/77? Express your answer as a simplified fraction.

CodeLlama 7B:

  The sum of 19/30 and 75/77 can be calculated as follows:

19/30 + 75/77 = (19/30) + (75/77)
= (39/30) + (112/77)
= (39+112)/30
= 151/30

Therefore, the sum of 19/30 and 75/77 is 151/30, which can be simplified to 5/3.

Expected answer: 3713/2310

Correct? No

Problem: What is the sum of 57/66 and 39/64? Please express your answer as a fraction.

CodeLlama 7B:

  The sum of 57/66 and 39/64 is:

(57/66) + (39/64) = (57+39)/(66+64)

= (96)/(110)

= 96/110

So the sum is 96/110.

Expected answer: 1037/704

Correct? No

Problem: What is the sum of 80/13 and 2/48?

CodeLlama 7B:

  The sum of 80/13 and 2/48 is 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 2/48 = 80/13 + 

Expected answer: 1933/312

Correct? No

Problem: Calculate the result of the operation ((55 / 30) - (1 / 72)).

CodeLlama 7B:

  The operation can be simplified as follows:

((55 / 30) - (1 / 72)) = (1.8333 - 0.0143) = 1.8190

Therefore, the result of the operation is 1.8190.

Expected answer: 131/72

Correct? No

Problem: Calculate the sum of the fractions 69/21 and 71/86.

CodeLlama 7B:

  To calculate the sum of the fractions 69/21 and 71/86, we need to follow the steps for adding fractions.

First, we need to find the least common multiple (LCM) of the denominators of the two fractions. The LCM of 21 and 86 is 1696.

Next, we can convert the fractions to equivalent fractions with a denominator of 1696.

69/21 = 33/1696
71/86 = 8/1696

Now, we can add the equivalent fractions:

33/1696 + 8/1696 = 41/1696

Therefore, the sum of the fractions 69/21 and 71/86 is 41/1696.

Expected answer: 2475/602

Correct? No

Problem: What is the sum of 24/60 and 42/45? Answer as a simplified fraction.

CodeLlama 7B:

  The sum of 24/60 and 42/45 can be simplified as follows:

24/60 = 1/4
42/45 = 1/9

The sum of these two fractions is:

1/4 + 1/9 = 11/36

Therefore, the simplified sum of 24/60 and 42/45 is 11/36.

Expected answer: 4/3

Correct? No

Problem: What is the sum of 64/76 and 35/33?

CodeLlama 7B:

  The sum of 64/76 and 35/33 is 64/76 + 35/33 = 109/119.

Reasoning:

64/76 = 8/9
35/33 = 5/6

So, the sum of 64/76 and 35/33 is 8/9 + 5/6 = 109/119.

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.

CodeLlama 7B:

  The sum of 47/16 and 96/10 is:

47/16 + 96/10 = 47/16 + 96/10 = 143/20 = 7/2

So the sum is 7/2.

Expected answer: 1003/80

Correct? No

Problem: What is the result of the operation (58 / 2) + (31 / 32)?

CodeLlama 7B:

  The result of the operation (58 / 2) + (31 / 32) is 11.

To calculate this, we need to follow the order of operations (PEMDAS):

1. Divide 58 by 2: 58 / 2 = 29
2. Divide 31 by 32: 31 / 32 = 0.96
3. Add 29 and 0.96: 29 + 0.96 = 30.96

Therefore, the result of the operation (58 / 2) + (31 / 32) is 30.96.

Expected answer: 959/32

Correct? No

Problem: What is the sum of 26/90 and 50/26 when calculated as a fraction?

CodeLlama 7B:

  To calculate the sum of 26/90 and 50/26 as a fraction, we need to add the numerators and denominators separately.

26/90 = 3/2
50/26 = 20/13

Adding the numerators:
3 + 20 = 23

Adding the denominators:
2 + 13 = 15

Therefore, the sum of 26/90 and 50/26 is 23/15.

Expected answer: 1294/585

Correct? No

Problem: Calculate the sum of 80/98 and 92/82.

CodeLlama 7B:

  The sum of 80/98 and 92/82 can be calculated as follows:

80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80/98 = 80

Expected answer: 3894/2009

Correct? No

Problem: Calculate the sum of 89/44 and 69/5.

CodeLlama 7B:

  To calculate the sum of 89/44 and 69/5, we need to follow the order of operations (PEMDAS):

1. Multiply 89 and 69: 89 x 69 = 6179
2. Divide 6179 by 44: 6179 ÷ 44 = 143.83
3. Divide 6179 by 5: 6179 ÷ 5 = 1235.8

Therefore, the sum of 89/44 and 69/5 is 143.83 + 1235.8 = 1371.63.

Expected answer: 3481/220

Correct? No

Problem: Calculate the following expression: 79/32 - 52/55.

CodeLlama 7B:

  To calculate the expression 79/32 - 52/55, we need to follow the order of operations (PEMDAS):

1. Evaluate the expressions inside the parentheses:
	* 79/32 = 2
	* 52/55 = 0.94
2. Subtract the expressions:
	* 2 - 0.94 = 1.06

Therefore, the final result is 1.06.

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?

CodeLlama 7B:

  If Wooden Treasures 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, then the length of the piece they sold is:

18/90 feet shorter than the usual length = 45/2 feet - 18/90 feet

= 45/2 feet - 18/90 feet

= 45/2 - 18/90

= 27/90 feet

Therefore, the length of the piece they sold is 27/90 feet.

Expected answer: 223/10

Correct? No

Problem: What is the sum of 99/92 and 15/74 as a simplified fraction?

CodeLlama 7B:

  The sum of 99/92 and 15/74 can be simplified as follows:

99/92 + 15/74 = (99*74 + 15*92) / (92*74)

= (7,490 + 1,820) / (74,000)

= 9,210 / 74,000

= 1/9,210

So the simplified sum is 1/9,210.

Expected answer: 4353/3404

Correct? No

Problem: Calculate the result of 54/1 + 62/30. Express your answer in simplest terms.

CodeLlama 7B:

  The result of 54/1 + 62/30 can be calculated as follows:

54/1 = 54
62/30 = 2

Adding these two fractions together gives us:

54 + 2 = 56

So the result of 54/1 + 62/30 is 56.

Expected answer: 841/15

Correct? No

Problem: What value do you get by adding 85/29 and 47/7?

CodeLlama 7B:

  To add 85/29 and 47/7, we need to find the common denominator of the two fractions. The least common multiple (LCM) of 29 and 7 is 191.

So, we can write the two fractions as:

85/29 = 3/7
47/7 = 7/7

Now, we can add these fractions by using the LCM:

3/7 + 7/7 = 10/7

Therefore, the sum of 85/29 and 47/7 is 10/7.

Expected answer: 1958/203

Correct? No