1 Answer

Alex Naspo · Answer 1 · 2023-12-23T09:09:58+0000

Given the parent function:

If y is shifted right by 7 units, we obtain:

$Option\text{ D: }y=(x-7)^3$

If y is compressed horizontally by a factor of 7, we have:

$Option\; E\colon y=(7x)^3=7^3x^3$

If y is stretched vertically by the factor 7, we obtain:

$\text{Option H: }y=7x^3$

A shift downwards by 7 units gives:

$\text{Option A: }y=x^3-7$

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