What was done to the quadratic parent function F (x) = xto get the

function G (X) = x2 - 3? 0

A. Shifted 3 units to the right

B. Vertically stretched by multiplying by 3

C. Shifted 3 units down

D. Shifted 3 units to the left

Question

Deegan Conner

Mathematics

15 July, 18:12

What was done to the quadratic parent function F (x) = xto get the

function G (X) = x2 - 3? 0

A. Shifted 3 units to the right

B. Vertically stretched by multiplying by 3

C. Shifted 3 units down

D. Shifted 3 units to the left

+4

Answers (1)

Know the Answer?

Jared Haynes · Answer 1

Step-by-step explanation:

Given the function f (x), the function g (x) = f (x) + k represents the function f (x) shifted k units downwards.

In this case, given that k=-3 (k<0). The graph is shifted 3 units down. Therefore, we can conclude that the correct option is Option C.

What was done to the quadratic parent function F (x) = xto get thefunction G (X) = x2 - 3? 0A. Shifted 3 units to the rightB. Vertically stretched by multiplying by 3C. Shifted 3 units downD. Shifted 3 units to the left

What was done to the quadratic parent function F (x) = xto get the

function G (X) = x2 - 3? 0

A. Shifted 3 units to the right

B. Vertically stretched by multiplying by 3

C. Shifted 3 units down

D. Shifted 3 units to the left