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f(x)=5x+4/x+3 and g(x)=3x-5-x find f(g(x)),
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Plug in the whole function into: \(\large \frac{5 \sf \color{red}{x}+4}{\sf \color{red}{x}+3}\)
those red x's means you plug in the WHOLE function: \(\sf \color{red}{3x-5-x}\) in there.
place the x by 3x-5-x in f(x) then u should get f(gx)=(5(2x-5)+4)/((2x-5)+4) i.e,(3x-5-x=2x-5) f(gx)=(10x-21)/(2x-1)
replace not place
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