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FAN AND MEDAL If ƒ(x) = 2x, then ƒ -1(x) =
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f(x) is same as y so you can replace f(x) with y \[\huge\rm \color{red}{y}=2\color{blue}{x}\] to find inverse f^{-1}(x) `switch x and y` then solve for y
Im still confused... how do you switch x and y?
@Nnesha
`switch x and y` means replace x with y and y with x
here is an example \[\color{ReD}{y}=\color{blue}{x}+2\] to find inverse i'll switch x and y \[\color{blue }{x}=\color{red}{y}+2\]
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so x=2y?
right now solve for y
wouldnt it just go back and forth x=2y.... 2x=y... y=2y
no how would you cancel out 2 from right side ? remember it's multiplication ` 2 times y` do opposite of multiplication to cancel out the 2
y= x/2
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right
oh ok thankyou so much @Nnesha
np
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