leo transforms the cubic parent function to create g(x), seen on the grid below. at what point does g(x)…

leo transforms the cubic parent function to create g(x), seen on the grid below. at what point does g(x) have a slope of zero? fill in the coordinates by selecting the correct items.

leo transforms the cubic parent function to create g(x), seen on the grid below. at what point does g(x) have a slope of zero? fill in the coordinates by selecting the correct items.

Answer

Explanation:

Step1: Recall slope - zero concept

The slope of a function is zero at its horizontal tangent points. For a cubic - type function, these occur at local maxima and minima.

Step2: Observe the graph

By looking at the graph of (g(x)), we can see that the function has a horizontal tangent (slope = 0) at the local minimum point. This point is located at (x=- 4) and (y = - 6).

Answer:

((-4,-6))