Question

0

Answer 1

f(x) .

\(f^{-1}(x)\)

is the inverse function of f(x), it can be found by replacing the x and y values like
if f(x) = x+2
y = x+ 2
inverse is
x = y + 2
x - 2 = y
x-2 = f^-1(x)

replacing the values and then solving for y*

f^{-1)(132) you input 132 into the x value(s) of the inverse function and evaluate it.
then you would plot the points on a graph where x is 132 and y is the result of 132 input in the function

Answer 2

what she said

Answer 3

@tanya123 that's copied from another question just like this one. i want to know what f^−1(132) means @TwinYang