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Another inverse function: f(x) = 3 sqrt x- 2
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this will sound silly, but I know exactly how to do this if that 3 was a cube, not a real number. The real number of 3 is throwing me off.
this will sound silly, but I know exactly how to do this if that 3 was a cube, not a real number. The real number of 3 is throwing me off.
f(x) = 3 sqrt ( x- 2) ->( y/3 )^2 = x -2 => x = y^2/9 + 2 Thus f ^-1(x) = x^2/9 + 2
let \[x = 3\sqrt{y-2}\] make y the subject \[(x/3)^2 +2 = y\] or \[x^2/9 + 2 = y\]
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awesome, thank you so much. This makes sense now
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