If f (x) = x3, which of the following describes the graph of f (x - 3) ?

The graph of f (x - 3) is a vertical shift of f (x) = x3 three units up.

The graph of f (x - 3) is a vertical shift of f (x) = x3 three units down.

The graph of f (x - 3) is a horizontal shift of f (x) = x3 three units to the right.

The graph of f (x - 3) is a horizontal shift of f (x) = x3 three units to the left.

Question

Mathematics

Ryder Estrada

25 May, 14:01

If f (x) = x3, which of the following describes the graph of f (x - 3) ?

The graph of f (x - 3) is a vertical shift of f (x) = x3 three units up.

The graph of f (x - 3) is a vertical shift of f (x) = x3 three units down.

The graph of f (x - 3) is a horizontal shift of f (x) = x3 three units to the right.

The graph of f (x - 3) is a horizontal shift of f (x) = x3 three units to the left.

+5

Answers (1)

Know the Answer?

Sarge · Answer 1

Hello:

The graph of f (x - 3) is a horizontal shift of The graph f (x) = x^3 of three units to the right

The graph of f (x) = x^3 color red

The graph of f (x - 3) color bleue