This topic covers determining whether one function is the inverse of another. It includes practicing the concept of function inversion by evaluating specific function pairs to ascertain if they are inverses. The problems involve algebraic expressions that require understanding of basic algebraic operations and inversion relationships between functions. Each problem presents two functions, and the task is to decide if one is the inverse of the other, reinforcing the foundational concepts of function composition and inversion.

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Function Inverse - Two Functions to Is Inverse

Complete these online problems with 80% or 4 correct answers in a row. Results are immediate.


Is c(x) the inverse of y(x)

given:y(x)=23xc(x)=x212\begin{align*}\text{given:}&\\y(x) &= 2\sqrt{3x}\\c(x) &= \frac{x^2}{12}\end{align*}

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