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below is a table of values for a function f(x) which value is not included in the inverse of f?

Answer 1

B) (3, 0)

Explanation:

The inverse of a function is its reflection in the line y = x.

Therefore, to find the (x, f(x)) points included in the inverse of the function, simply swap the x and y values of the points of the original function.

`\begin{array}c\cline{1-2}\vphantom{\frac12}x&f^(-1)(x)\\\cline{1-2}\vphantom{\frac12}1&-1\\\cline{1-2}\vphantom{\frac12}2&-(2)/(3)\\\cline{1-2}\vphantom{\frac12}4&0\\\cline{1-2}\vphantom{\frac12}6&(1)/(2)\\\cline{1-2}\vphantom{\frac12}0&3\\\cline{1-2}\end{array}`

Therefore, the value that is not included in the inverse of f(x) is (3, 0).