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let (fx)=4x-1, g(x)=x^2+1, h(x)=x+1/3.
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find h(g(f(2)))
hi :) what you would do if assemble the functions to make it agree to the given conditions. So first, solve for f(2) so since f(x)=4x-1, you would substitute the x for 2 you would have: f(2)=4(2)-1 can you solve thus far? @EmeliRivera1 ?
f(2)=7
right. so then the problem would turn into g(7) how would you set this up? @EmeliRivera1
anyhow, g(7) would be: g(7)=7^2 +1 so solve that. then the answer for g would be what you substitute for the h function.
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