SOLUTION: I need help. Find functions f and g so that h(x)= (f*g)(x). {{{h(x)=6/x^2+8}}}. Choices are {{{f(x)=1/x}}},{{{g(x)=6/x+8}}}or {{{f(x)=x}}},{{{g(x)=6/x+8}}}or {{{f(x)=

Algebra ->  Functions -> SOLUTION: I need help. Find functions f and g so that h(x)= (f*g)(x). {{{h(x)=6/x^2+8}}}. Choices are {{{f(x)=1/x}}},{{{g(x)=6/x+8}}}or {{{f(x)=x}}},{{{g(x)=6/x+8}}}or {{{f(x)=      Log On


   

Question 101476: I need help. Find functions f and g so that h(x)= (f*g)(x).
h%28x%29=6%2Fx%5E2%2B8.
Choices are
f%28x%29=1%2Fx,g%28x%29=6%2Fx%2B8or f%28x%29=x,g%28x%29=6%2Fx%2B8or f%28x%29=x%2B8,g%28x%29=6%2Fx%5E2or f%28x%29=6%2Fx%5E2,g%28x%29=8
Thank you
Answer by edjones(8007) About Me  (Show Source):
You can put this solution on YOUR website!
3rd choice if h(x)=%286%2Fx%5E2%29%2B8 instead of the way you have it with the 8 in the denominator.
Ed