Question

If you apply the changes below to the absolute value parent function,

Fx) = |x|, what is the equation of the new function?
• Shift 8 units left.
• Shift 3 units down.

Answer 1

`F(x) = |x|`

And we need to apply some transformations. The first part is hift 8 units left. And we need to do this:

`F(x) = |x+8|`

Then we need to apply the second transformation Shift 3 units down. and we can do this:

`F(x) = |x+8|-3`

Explanation:

For this case we have the following function given:

`F(x) = |x|`

And we need to apply some transformations. The first part is hift 8 units left. And we need to do this:

`F(x) = |x+8|`

Then we need to apply the second transformation Shift 3 units down. and we can do this:

`F(x) = |x+8|-3`