[g'(x) + (x)](*) [f'ly)+ (y)] (**) 8(x+h) = g(x)+ fly + k) = f(y)+ (*) gives...

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[g(x) + (x)](*) [fly)+ (y)] (**) 8(x+h) = g(x)+ fly + k) = f(y)+ (*) gives us f(g(x+h)) =f( (x)+ [8(x) + v(x)])

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Answer 1

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$geath) = gen) + 1 [ge (x) + 4(x+1)] where we are © f(x+x) = 444 +K] [ f(X) + \u7y+k]] where we to using & ③, Then 79 (476))$ If you have any doubt, please comment and I will try my best to explore this to you.

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[g'(x) + (x)](*) [f'ly)+ (y)] (**) 8(x+h) = g(x)+ fly + k) = f(y)+ (*) gives...

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