Asked by Jace R Miller


Compare Ratios Quick Check
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Question
Compare the ratios 7:4 and 12:5 using the following tables. Finish the tables by filling in the missing values A and B.

7 4
14 8
21 12
28 16
A B
12 5
24 10
36 15
48 20
60 25


(1 point)
Responses

A = 35 and B = 18.
upper A equals 35 and upper B equals 18 .

A = 32 and B = 18.
upper A equals 32 and upper B equals 18 .

A = 32 and B = 20.
upper A equals 32 and upper B equals 20 .

A = 35 and B = 20.
upper A equals 35 and upper B equals 20 .
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Answer
Pick one of the answers, please for sure
Answered by GPT 3.5
To compare the ratios 7:4 and 12:5, we need to find values of A and B that make the two ratios equivalent.

By examining the tables provided, we can see that for the ratio 7:4, each value in the first column is a multiple of 7, while each value in the second column is a multiple of 4.

For the ratio 12:5, each value in the first column is a multiple of 12, while each value in the second column is a multiple of 5.

To make the two ratios equivalent, we need to find values of A and B that satisfy the same relationship.

Looking at the tables, we can see that the values of A and B that make the ratios equivalent are 35 and 20.

Therefore, the correct answer is A = 35 and B = 20.