Given h(x), find a pair of functions f and g such that h(x) = fgg(x): h(x) = square root. Pick g(x) as any expression in x from the whole expression such that if you were to substitute u for that expression, there will be no x's left. ----------------- Suppose we pick u to be , then we replace both the 's by u and get g(x) is simply equal to what we picked u to be, that is, g(x) = To get f(x) we substitute x for u in and get So f(x) = g(x) = Checking: h(x) = fgg(x) = f(g(x)) = f( ) = . Edwin
I am resubmitting this problem on logarithm, I entered yesterday, but got no...(answered by Edwin McCravy)