We can let
#f(g(x))= sin(7x)#
Hopefully this helps!
How do you write the composite function in the form f(g(x)) #y = sin(7x)#?
Write the composite function in the formf(g(x)).if andg(x)=7√x, what isf(u)
y=sin√x
I have been given the following function, which is in the formf(g(x)) and I have to find two different sets of f(x) andg(x).I have found one set, but I donot know what the otherset is or how to find it.In any responses, I would like toknow how you found the second set.Here is the function:sin3(2x + 1)Here is the first answer set I found:f(x)=sin3xg(x)=2x +1
how to you find a composite function form of y in this problem?y = 1/[(x^2+3x-5)^3]I dont understand your question. Composite functions require two functions. You listed one. Please amplify.That's what I thought at first. But I am thinking I might need to substitute y in place of x and x in place of y?
what is the domain of the composite function of G(F(x))? F(x)=x+4,G(y)=1/y G(F(x))=1/(x+4)a.x>4b.x¡Ü 4c. all real numbersd. all real numbers except -4
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