Question

Which function results after applying the sequence of transformations to f(x) = x^5

Answer 1

Answer:

See explanation

Step-by-step explanation:

We want to find the function that results after $f(x)=x^5$ has gone through certain transformations.

If f(x) is shifted $a$ units to the right and b units up, the transformed function becomes;

$g(x)=(x-a)^5+b$

If f(x) is shifted $a$ units to the left and b units down, the transformed function becomes;

$h(x)=(x+a)^5-b$

If a reflection in the x-axis is part of the transformation then.

$g(x)=-(x-a)^5+b$

$h(x)=-(x+a)^5-b$

I hope this explanation will help you choose  the correct answer from the original or complete question since you didn't specify the sequence of transformations that have been applied to f(x).