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Let f(x) = 7x - 13. Find f-1(x)
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\(\bf f(x)={\color{red}{ y}} = 7{\color{blue}{ x}} - 13\qquad inverse\implies {\color{blue}{ x}= 7{\color{red}{ y}}} - 13 \iff f^{-1}(x)\) as you can see, all we do is firstly swap about the variables then just solve for "y"
then ?
then, that'd be the inverse function
so whats the answers
...Lel. How about no be lazy and follow jdoe's instructions.
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