If f\left(x\right)=\mid x\midf ( x ) =∣ x ∣, then what is the new function g\left(x\right)g ( x ) when f\left(x\right)f ( x ) is translated 3 units down, followed by a vertical stretch of 2? Group of answer choices

Step-by-step explanation:

Given

Translation = 3 units down

Vertical stretch of 2 to give g(x)

Required

3 units down translation

A function is translated down as follows:

Where k is the number of units.

So:

Vertical stretch of 2

A function is vertically stretched as follows;

Where a is the units stretched.

In this case:

So:

The correct answer :

a = not viable

b = 265

c = 0