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Answer :
Final answer:
The two numbers from the list that have 7 as a greatest common factor are 70 and 91, as both are divisible by 7.
Explanation:
The student is trying to find two numbers that have a greatest common factor of 7 from the given list: 70, 17, 57, 91, 80, 33. To find the greatest common factor (GCF), we need to identify the numbers that are divisible by 7. Looking at the list:
- 70 is 7 multiplied by 10, so 7 is a factor of 70.
- 17 does not have 7 as a factor.
- 57 does not have 7 as a factor.
- 91 is 7 multiplied by 13, so 7 is a factor of 91.
- 80 does not have 7 as a factor.
- 33 does not have 7 as a factor.
The two numbers from the list that have 7 as a common factor are 70 and 91. Therefore, these are the numbers Carson is looking for.
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