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If f(x) = log3 (x + 1), what is f−1(2)? 1 8 10 27
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\(\bf f(x) ={\color{red}{ y}}= log_3 ({\color{blue}{ x}} + 1)\qquad inverse\implies {\color{blue}{ x}}= log_3 ({\color{red}{ y}} + 1)\) notice to get the inverse "relation", we simply swap about the variables, then solve for "y"
i get that but i don't get the question
\(\bf f^{-1}\Longleftarrow inverse \ of \ f(x)\)
so do i plug that into the problem
well, once you've solve for "y", you'd plug "6" for the inverse as argument
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okay thanks
yw
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