Question

Helppppppp :( For the following function, h , determine the functions, f and g so that : h(x)= f(g(x))

If
h(x)=(8x+8/11x-11)^7

then
f(x)
g(x)

Answer 1

f(x)=x^7
g(x)=(8x+8)/(11x-11)

Answer 2

so then do i plug in the equation in x^7?

Answer 3

I thought the problem asked you what the functions f and g are

Answer 4

yup

Answer 5

can you show me what the next steps are? i'm a bit confused..

Answer 6

The problem told you that the f(g(x))=

Answer 7

steps

Answer 8

i know what the problem said but can you show me?

Answer 9

\[(\frac{8x+8}{11x-11})^7\]

Answer 10

okay.. i did that

Answer 11

Then it asked you what the f(x) is and what the g(x) is. So can you see that the f(x)=x^7 and you replace x with (8x+8)/(11x-11) that you will get the f(g(x))?

There is really no work to show. It's just to demonstrate your understanding of function composition.

Answer 12

there is work to show

Answer 13

how can they give us a problem without any work???

Answer 14

Supposing they ask you what 4 x 3 is. Would there be work to show?

Answer 15

after you found f(x)= x^7 when you plug in 8X+8etc etc.... what is the number or answer from there?

Answer 16

I'm thinking you don't know what the problem is asking.

Answer 17

of course I can. I can show 4 columns and 3 rows of apples to equal to 12!

Answer 18

i do. I submitted the "answer" of not showing the work.... hint hint wrong

Answer 19

there is work. its math buddy

Answer 20

The problem says if h(x)= ...
Then f(x)= and you should write x^7
g(x)= and you should write (8x+8)/(11x-11)

Answer 21

yes i did

Answer 22

And?

Answer 23

@satellite73
Maybe satellite can help you with your work. He's really smart.

Answer 24

I see...

Answer 25

thanks so much :)

Answer 26

yw. sorry

Answer 27

lol no worries, again thank you.