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Seeking step by step help with inverse functions
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Question is: Determine the inverse function of f(x) = x3 - 3
If anybody can also please include any knowledge that I should have about inverse functions
well u have\[y=x^3-3\]first step: solve for \(x\)
So would it be: x^3= y + 3 ?
yeah and take cube root :)
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So: x= 3 radical y + 3 ?
yeah \[x=\sqrt[3]{y+3}\] second step : switch x and y
So: \[y= \sqrt[3]{x+3}\] ?
this y is ur inverse
but why we doin this?
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What do you mean why are we doing this?
why we swith x and y...then we say this is our inverse function...
I don't know, you tell me why
if (x,y) is a point on f(x) then (y,x) lies on the f^(-1)|dw:1346001217089:dw|
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