To Find : The Function such that . And using same sort of reasoning to find a function g such that .
The Answer is, in part 1, and in part 2, .
Given information : In 1st part, functions and is given for .
In 2nd part, functions and is given for .
Formula used : The concept of Unrecognized Combining Functions is used.
In part 1 and
Now, transform h(x) in form of g(x)
In part 2 and
Divide both sides by 3.
Thus, answer is, in part 1 and in part 2, .
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