The graph attached is the graph representing the cube root function y = ∛x.
The opposite of the cubic function is the cube root function. We are aware that the parent cubic function is growing, one-one, and onto, and that its form is f(x) = x³. It is a bijection as a result. As a result, its inverse function, the cube root function, is also a bijection and has the form f(x) = ∛x. The parent cubic function and parent cube root functions have the same graphs because we know that a function and its inverse function are symmetric about the line y = x.
In the question, we are asked to show the graph of y = ∛x.
Taking the function of the cube root function as y, we get f(x) = y = ∛x.
Thus, we can show the graph of the cube root function in the attached image.
Learn more about the cube root function at
https://brainly.com/question/14688604
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