Determine the more basic function that has been shifted, reflected, stretched, or compressed.

Question

r(x)=(−2−x)3

Answer 1

r(x) = (-2-x)^3 = -(x+2)^3

shift s(x) left 2 to get r(x)

s(x) =-x^3

reflect t(x) over the x axis to get s(t)

t(x) = x^3

y=x^3 reflected over the x axis, then shift left 2 to get r(x)