Question

Find g(f(x)) for f(x) = -3x – 6 and G(x)=(-1/2)x+3

Answer 1

Simplify this (-1/2)(-3x-6)+3

Answer 2

Multiply (-3x-6) and (-1/2x+3).

Answer 3

Is \[G(x) = \int\limits g(x) dx\]

Answer 4

radh thats not right and there is no need for integrals here...

Answer 5

its just simple substitution

Answer 6

How is it not right? you multiply g(x) * f(x)..?

Answer 7

3/2x+6 ?

Answer 8

you dont multiply you substitue f(x) into g(x)

Answer 9

im saying is this the answer?

Answer 10

Ah, I understand. Sorry.

Answer 11

no the answer is 3/2x-15

Answer 12

oh ok.. thanks!

Answer 13

What about :
Find f(g(x)) for f(x) = -3x – 6 and g(x)=-1/2x+3

Answer 14

3/2x+6?

Answer 15

Oh wow im so sorry i switched then up

Answer 16

3/2x+6 is the right answer to the first one and 3/2x-15 is the answer to the second one

Answer 17

i see!

Answer 18

I suppose the thing is for all Real values of x.
gf(x) = (-1/2)(-3x – 6)+3
gf(x) = 3/2 x + 6

Answer 19

thanksss

Answer 20

Sorry if I confuse you because I thought G'(x) = g(x) --> saw that in a textbook when I visit Singapore