Question

A cubic function with a single root is shown this time. Change the value of leading coefficient and see what happens.

Answer 1

Answer:

Stay the same: The root of the graph

Change: There is vertical compression or stretch

Explanation:

When we change the leading coefficient the shape of the graph suffers a vertical compression or stretch. However, the roots will be the same because no matter the value of the leading coefficient, f(x) will be 0 at x = -3.

Therefore, the list is

Stay the same: The root of the graph

Change: There is vertical compression or stretch