Question

If g(x) = 2x-1 and h(x) = sqrt x find (g o h)(9)

Answer 1

the answer is five 5 hope it helps you out :)

Answer 2

(g o h)(9) =5

Explanation:

Given :
`g(x) = 2x-1`

`h(x) = √(x)`

To Find: (g o h)(9)

Solution:

`g(x) = 2x-1`

`h(x) = √(x)`

To find (g o f)(x)=g(h(x))

`g(h(x)) = 2√(x)-1`

Now substitute x = 9

`g(h(9)) = 2√(9)-1`

`g(h(9)) = 2(3)-1`

`g(h(9)) = 6-1`

[tex]g(h(9)) = 5/tex]

(g o h)(9) =5

Hence the value of (g o h)(9) is 5