Question

Write the equation for a radical function that has been flipped left and shifted down 1.

Answer 1

`g(x)=√(-x)-1`

Explanation:

Let's use the parent function
`f(x)=√(x)` as an example

Because we are flipping the radical function left, this means
`f(x)=√(-x)`

Because we are shifting down 1 unit vertically, we have
`g(x)=√(-x)-1`

Therefore, the final function is
`g(x)=√(-x)-1`