which statement could be used to explain why the function $h(x) = x^3$ has an inverse relation that is also…

which statement could be used to explain why the function $h(x) = x^3$ has an inverse relation that is also a function?○ the graph of $h(x)$ passes the vertical line test.○ the graph of the inverse of $h(x)$ is a vertical line.○ the graph of the inverse of $h(x)$ passes the horizontal line test.○ the graph of $h(x)$ passes the horizontal line test.

which statement could be used to explain why the function $h(x) = x^3$ has an inverse relation that is also a function?○ the graph of $h(x)$ passes the vertical line test.○ the graph of the inverse of $h(x)$ is a vertical line.○ the graph of the inverse of $h(x)$ passes the horizontal line test.○ the graph of $h(x)$ passes the horizontal line test.

Answer

Answer:

The graph of $h(x)$ passes the horizontal line test.