QuestionAugust 24, 2025

. If f(24)=27 and f is one-to -one, what is f^-1(27) f^-1(27)= square

. If f(24)=27 and f is one-to -one, what is f^-1(27) f^-1(27)= square
. If f(24)=27 and f is one-to -one, what is f^-1(27)
f^-1(27)= square

Solution
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Answer

24 Explanation 1. Understand the one-to-one function property A one-to-one function means each output is mapped from exactly one input. 2. Use the given information Given f(24) = 27, it implies that when the input is 24, the output is 27. 3. Find the inverse function value Since f is one-to-one, f^{-1}(27) must return the original input that produced 27, which is 24.

Explanation

1. Understand the one-to-one function property<br /> A one-to-one function means each output is mapped from exactly one input.<br /><br />2. Use the given information<br /> Given $f(24) = 27$, it implies that when the input is 24, the output is 27.<br /><br />3. Find the inverse function value<br /> Since $f$ is one-to-one, $f^{-1}(27)$ must return the original input that produced 27, which is 24.
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