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What is the inverse function of

What is the inverse function of-example-1
User Irondsd
by
7.3k points

1 Answer

1 vote

Answer:


\sf f^(-1)(x) = -(9)/(2)x

Explanation:

To find the inverse function of
\sf f(x) = -(2)/(9)x, we can follow these steps:

Replace
\sf f(x) with
\sf y:


\sf y = -(2)/(9)x

Swap
\sf x and
\sf y:


\sf x = -(2)/(9)y

Solve for
\sf y:


\sf y = -(9)/(2)x

So, the inverse function is
\sf f^(-1)(x) = -(9)/(2)x.

User Peter Wauyo
by
8.8k points

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