Question

this question is nasty... would prefer ANY help offered (lemme type in comments)

Answer 1

h(x)=\[1\div5^{2\cos (x-\Pi \div2)+1}\]

find 2 functions, f(x) and g(x) such that \[\left( f o g \right)(x)=h(x)\]

Answer 2

haha, I feel like being a smart*ss and letting
f(x) = x
g(x) = h(x), but I'm guessing that's not what you want? :P

Answer 3

haha, after a few attempts, that ones better than my answer :P i literally have no idea where to start with this one.

(i wrote bacon)

Answer 4

How about
f(x) = 1/(5^x)
g(x) =2cos(x - *pi* / 2) + 1

Answer 5

there are literally infinitely many possible answers, I'm surprised your instruction wasn't more specific

Answer 6

i wrote the question down word for word o.O if you want more insight to what its asking:

Its basically looking for two functions that when multiplied together give you that ex-wife looking formula up there...

f(x)=1
g(x)=h(x)

problem math?

Answer 7

Please keep in mind that this strictly isn't 'multiplication' of functions, but 'composition'
also, if
f(x) = 1 and
g(x) = h(x), then
f o g (x) = f(g(x)) = 1
lol, I think you meant
f(x) = x