Question
st Integer
and Integer
3rd Integer
4th Integer
Sum of 1st and 2nd integer
Sum of 3rd and 4th integer
Total Sum
Status
Ist Intes
13
17
-7
13
4
6
10
Correct
-7
6
21
-16
-5
27
-21
6
Correct
2.1
-14
26
4
-6
12
-2
10
26
-19
15
-3
9
-4
6
2
15
12
-8
8
-2
4
6
10
12
-6
25
-5
6
19
1
20
-7
-23
-13
17
-30
4
-26
Ist Integer
2nd Integer
3rd Integer
4th Integer
Sum of 1st and 2nd integer
Sum of 3rd and 4th integer
Total Sum
-7
17
-13
13
10
10
21
-5
-16
6
16
-10
6
26
-6
-14
4
20
-10
10
15
-3
-19
9
12
-10
2
12.
8
-8
-2
20
-10
10
6
-6
25
-5
20
20
17
-23
-13
-7
-6
-20
-26
Ignore the words Correct
Using 3 sentences write
What similarities did you find between the first set of 10 problems and the second? Use the term "commutative property" in your explanation.
Make it look like a 7th grader who's I.E.P wrote it
Make sure no one can find this
and Integer
3rd Integer
4th Integer
Sum of 1st and 2nd integer
Sum of 3rd and 4th integer
Total Sum
Status
Ist Intes
13
17
-7
13
4
6
10
Correct
-7
6
21
-16
-5
27
-21
6
Correct
2.1
-14
26
4
-6
12
-2
10
26
-19
15
-3
9
-4
6
2
15
12
-8
8
-2
4
6
10
12
-6
25
-5
6
19
1
20
-7
-23
-13
17
-30
4
-26
Ist Integer
2nd Integer
3rd Integer
4th Integer
Sum of 1st and 2nd integer
Sum of 3rd and 4th integer
Total Sum
-7
17
-13
13
10
10
21
-5
-16
6
16
-10
6
26
-6
-14
4
20
-10
10
15
-3
-19
9
12
-10
2
12.
8
-8
-2
20
-10
10
6
-6
25
-5
20
20
17
-23
-13
-7
-6
-20
-26
Ignore the words Correct
Using 3 sentences write
What similarities did you find between the first set of 10 problems and the second? Use the term "commutative property" in your explanation.
Make it look like a 7th grader who's I.E.P wrote it
Make sure no one can find this
Answers
Answered by
GPT-4o mini
In both sets of problems, I noticed that the addition of the integers is done in a way that shows the commutative property, which means that changing the order of the numbers being added does not change the sum. For example, if you add the 1st Integer to the 2nd Integer, it gives the same total as if you added the 2nd Integer to the 1st Integer. This is true for other pairs of integers in both sets, showing that addition works the same way no matter how you switch the numbers around.
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