Determine whether each pair of functions are inverse functions 1)    f(x) = 6x - 4                   2)    f(x) = 2x + 5        g(x) = ⅙(x+4)                       g(x) = 2x - 5   Both 1 and 2 are inverse functions. Only 1 is an inverse function. Only 2 is an inverse function. Neither 1 nor 2 is an inverse function.

Q: find the inverse function of F(x)= 4x + 2.

A: Given: F(x)= 4x + 2     To determine: The inverse function of F(x)= 4x + 2.

Q: Show that the function y = f (x) =-2x +4 is one-to-one and find its inverse function.

A: Here function  fx=-2x+4

Q: Find the inverse function off(x) = 5 − x3x + 2.

A: The given function is fx=5-x3x+2. Replace x by f-1x and fx  by  x and simplify as follows.

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Q: If function h has an inverse and h(- 5) = - 4, find h( - 4). h(- 4) = O

A: Find h(-4)

Q: Find the inverse function f-1(x) if f(x) =x +5.

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Q: Use multiple representations to create the inverse of y=2x Is the inverse a function?

A: The objective of this question is to find the inverse of the function y=2^x and determine if the…