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Zachariah and Khai collect stamps. Zachariah has 9 American stamps out of 15 stamps. Khai has 13 American stamps out of 20 stamps. Which statement is correct?

A. Zachariah has a higher ratio of American stamps than Khai because 9 over 15 is greater than 13 over 20.
B. Khai has a higher ratio of American stamps than Zachariah because 9 over 15 is greater than 13 over 20.
C. Khai has a higher ratio of American stamps than Zachariah because 9 over 15 is less than 13 over 20.
D. Zachariah and Khai have the same ratio of American stamps.

Answer :

The statement that is correct is option C: Khai has a higher ratio of American stamps than Zachariah because 9 over 15 is less than 13 over 20.

What is the statement about?

The ratio of American stamps is found by dividing the number of American stamps a person has by the total number of stamps they have. For Zachariah, the ratio of American stamps is 9/15, and for Khai, the ratio is 13/20.

To determine which person has a higher ratio, we compare the two fractions by dividing both numerators (top numbers) by their denominators (bottom numbers) to get a decimal value.

9/15 = 0.6

13/20 = 0.65

Therefore, Since 0.65 is greater than 0.6, we can conclude that Khai has a higher ratio of American stamps compared to Zachariah.

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