Question

Suppose that F(x) = X and G(x) = x - 18. Which statement best compares the graphs of F(x) and G(x)? Suppose that F ( x ) = X and G ( x ) = x - 18. Which statement best compares the graphs of F ( x ) and G ( x ) ?

Answer 1

we have the functions

`\begin{gathered} F(x)=\sqrt[3]{x} \\ G(x)=\sqrt[3]{x-18} \end{gathered}`

In this problem, we have a translation given by the rule

F(X) -----> G(X)

(x,y) -----> (x+18,y)

The translation is 18 units to the right

therefore

The answer is the option B