please help! composite of functions question!
@hartnn
Please help im having a really hard time with this question!
so you want g(f(-4)) lets first find f(-4) to get f(-4) you plug in x= -4 in f(x) what do u get ?
I understand that (g o f) means g(f(x)) but I don't understand where the -1 comes in
plug in x=-4 in f(x) = x^2+7
its x^2 +7
yes so I did -4^2 - 7, is that correct
why -7 ?? its x^2 +7 \(\Large x^2+7 = (-4)^2 +7 = .. ?\)
Woah sorry! misuse of plus and minus, ok so -4^2 + 7 = -9
hmm...i see that you need g(f(-1)) and not -4 so, we need to find f(-1) first \(\Large x^2+7 = (-1)^2 +7 = .. ?\)
ok so that equals to 6
remember (-1)*(-1) = +1 because multiplying 2 negatives give you a positive!
that is the problem im having, the confusion of whether to plug in -1 or -4, by plugging in -1 i got positive 8
forget -4 the question asks for g(f(-1))
f(-1) = 8 is correct
I dont get what to do from there...
so to find g(f(-1)) we need g(8) makes sense ?
because f(-1) is 8
-4 x 8 = -32
so -32 will be the answer to the problem?
no apparently the answer was 1/2..thanks for trying
lol why was -4 used again ? we were only half way through... g(8) = (8-4)/8 = 1/2 ...
ooh, ok thanks for helping, i sort of get it, these composite of functions are killing me
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