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Find the domain of the composite function g(f(x)). F(x)= x+6, G(y)= 2/y G(f(x))= 2/x+6
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You can't have 0 in the denominator. What value of x gives you a zero in the denominator?
the domain includes all the values that do not make the denominator zero so it must be everywhere where x cannot be -6
so all real values except zero is the answer?
no the denominator cannot equal zero, in this functino what is your denominator?
in the first part it's y, and in the second part its x+6
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so everywhere where that doesnt equal zero is the domain (for x)
so the domain of x is everywhere but x=-6 or y=0
but since its g(f(x)) it is just everywhere but x=-6
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