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g(2) = 6 and f(6) = 18, then (f o g)(2)
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(fog)(2)=f(g(2)) g(2)=6
f(6)=???
we plugged in the value of g(2) in f(g(2))
g(2)=6 so replace g(2) by 6
f(g(2))=f(6)=?
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\(\textrm{here is one method}\) \(\large\tt \begin{align} \color{black}{g(2) = 6 \\ \text{hence}\\ g(x)=3x\\ f(6) = 18\\ \text{hence}\\ f(x)=3x\\ (f o g)(x)=3(3x)\\ (f o g)(2)=3(3\times 2)\\ =18\\}\end{align}\)
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