Which equation describes how the parent function, y=x^3, is vertically stretched by a factor of 4?

y=x^3+4

y = (x+4) ^3

y=4x^3

y=x^4

Question

Kaliyah Finley

Mathematics

21 May, 03:23

Which equation describes how the parent function, y=x^3, is vertically stretched by a factor of 4?

y=x^3+4

y = (x+4) ^3

y=4x^3

y=x^4

+1

Answers (1)

Know the Answer?

Mylie Paul · Answer 1

We have the parent function:

y = x³ and we have to choose the correct answer to the question: which equation describes how is this function vertically stretched by a factor of 4.

y = x³ + 4 → The parent function is moved vertically 4 units up.

y = (x + 4) ³ → The parent function is moved horizontally 4 units left.

y = x^4 → This is a different function.

Answer:

C) y = 4 x³.

Which equation describes how the parent function, y=x^3, is vertically stretched by a factor of 4?y=x^3+4y = (x+4) ^3y=4x^3y=x^4

Which equation describes how the parent function, y=x^3, is vertically stretched by a factor of 4?

y=x^3+4

y = (x+4) ^3

y=4x^3

y=x^4