If the population at x = 1 is 3.5 times the population at x = 0, which statement is true?

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Multiple Choice

If the population at x = 1 is 3.5 times the population at x = 0, which statement is true?

Explanation:
When one quantity is a certain number of times another, the first equals that factor multiplied by the second. Here, if the population at x = 1 is 3.5 times the population at x = 0, then the population at x = 1 equals 3.5 × the population at x = 0. That is exactly the relationship described. The other options either flip the ratio, express the reciprocal, or claim equality, which don't match the given statement. For example, if the population at x = 0 were 10, then the population at x = 1 would be 35, consistent with the statement.

When one quantity is a certain number of times another, the first equals that factor multiplied by the second. Here, if the population at x = 1 is 3.5 times the population at x = 0, then the population at x = 1 equals 3.5 × the population at x = 0. That is exactly the relationship described. The other options either flip the ratio, express the reciprocal, or claim equality, which don't match the given statement. For example, if the population at x = 0 were 10, then the population at x = 1 would be 35, consistent with the statement.

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