G(x)= x-4/3
g(x)=x+4/3
g(x)=(x/3) +4
g(x)= (x/3) -4
They give that f[(g(x)] = f(x) = 3x - 4 ... so g(x) = x
None of the given choices for g(x) will give 3x - 4 for f[g(x)] ... so I think there is something missing from the question ... like what f[g(x)] actually equals
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They give that f[(g(x)] = f(x) = 3x - 4 ... so g(x) = x
None of the given choices for g(x) will give 3x - 4 for f[g(x)] ... so I think there is something missing from the question ... like what f[g(x)] actually equals