Question

Need Help For This Question

Answer 1

For this case we have to define function transformation that:

Let k> 0:

To graph $y = f (x) + k,$ the graph is displayed k units up.

To graph$y = f (x) -k$, the graph is displayed k units units down.

Let h> 0:

To graph$y = f (x-h)$, the graph moves units to the right.

To graph $y = f (x + h)$, the graph moves h units to the left.

We have $y = - \sqrt [3] {x}$

It moves 7 units up and 4 to the right.

So we have to:

$h = 4\\k = 7$

The shifted graphic is:

$y = - \sqrt [3] {x-4} +7$

ANswer:

$y = - \sqrt [3] {x-4} +7$

Answer 2

Answer:

The Answer is B

Step-by-step explanation:

+7 at the end means up 7

The - 4 in the middle represents right 4

These are found using basic rules of translating equations