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If (see image) then ƒ(2) = 1/3 1 7 http://prntscr.com/cmrbwb
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You are given that \(f(x)=3x+1\). If you want to find \(f(2)\), then plug in \(2\) for \(x\).
For example, if I wanted to find \(f(3)\), then this is what I would do. \(f(\color{red}{3})=3\cdot\color{red}{3}+1=9+1=10\)
\(f(2)\) goes the same way, except that you plug in not 3, as I did in my example, but 2.
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@SolomonZelman what do i do if it is in his type of case, ƒ -1(7) do just multiply the answer by -1 or...
Well \(f^{-1}(x)\) is just an inverse function of \(f(x)\).
You don't need to know that part at all for this question.
If you were able to find \(f(2)\) (like I did \(f(3)\) in my example), then you are done, and that is your answer.
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