Question

If for a particular one-to-one function f(2) = 13, what are the corresponding input and output

values for the inverse function?

Answer 1

`f^(-1)(13) = 2`.

Explanation:

For function
`f`, the notation
`f(2) = 13` means that when the input to the function is
`2`, the output would be
`13`.

The inverse function of a one-to-one function
`f` is commonly denoted as
`\!f^(-1)`.

The inverse function undoes the action of the original function. In this question,
`f` maps
`2` to
`13`. Thus,
`f^(-1)` would need to map
`13\!` back to
`2\!`. Therefore,
`f^(-1)(13) = 2` should be the corresponding input and output values.