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find the inverse of f(x)=-9/x+8
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Just solve for \(x\).
Do you know how to solve for a variable?
Also is it \[ f(x) =-\frac{ 9}{x}+8 \]Or \[ f(x) = -\frac{9}{x+8} \]
if f(x)=−9/x+8 then f(x)^-1 = -9/(x-8) if f(x) = -9/(x+8) then f(x)^-1 = - (x+8)/x
@kimcarlos: no it's not that . inverse function is replacing the x by y and y by x in the original function and then solve for y.
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@Hoa thats what i exactly did..even though it does actually go with the very essence of an inverse function,
to me, when replacing x by y. I got y = (-9/x ) -8 is the inverse function. I just compared with yours and figure out that they are not the same. sorry if I am wrong. but if I am not wrong, would you please re-check the work
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