Question

If the function t(x) goes

Answer 1

Answer:

The function t(x – 4)  must go through what  point (-8, 2).

Step-by-step explanation:

Given the function t(x) goes  through the point (-4,2).

The rule of horizontal shift states that given a function f(x), and a

constant $c > 0$, the function g(x) = f(x - c) would represent a horizontal shift 'c' units to the right from f(x).

So if the function t(x) goes  through the point (-4,2), then the function t(x – 4)

must go through what  point (-4-4, 2) or (-8, 2).

Therefore, the function t(x – 4)  must go through what  point (-8, 2).