# How do you find (f of g of h) given #f(x)=x^2+1# #g(x)=2x# and #h(x)=x-1#?

##### 1 Answer

Dec 28, 2015

See solution below

#### Explanation:

ƒ(g(h(x)))

= ƒ(g(x - 1)

= ƒ(2(x - 1))

= ƒ(2x - 2)

= ƒ(

=

=

So, ƒ(g(h(x))) =

I hope I properly understood your question!