Question

Functions h and k are inverse functions, and both are defined for all real numbers. Using this relationship, what is the value of each function composition?.

Answer 1

the value of each function composition is

foh(3) = 3 and hof(-4b) = -4b

Given, Functions h and k are inverse functions, and both are defined for all real numbers.

The functions h and k are inverse functions

Then, foh(x) = hof(x) = x for any real number x.

So, foh(3) = 3 and hof(-4b) = -4b

Hence, the value of each function composition is

foh(3) = 3 and hof(-4b) = -4b

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