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I have trouble finding the inverse of this function : f(x)= (x-1000) - 0.15x Thanks :)
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does it really say \[f(x)=x-1000-.15x\]?
Yes
first step would be to write this as \[f(x)=.85x-1000\]
Oh ok, and now should I "solve" for x?
write \[x=.85y-1000\] and solve for \(y\) in two steps
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\[x+1000=.85y\] \[y=\frac{x+1000}{.85}\]
and that is your inverse
Oh, ok I got it! Thanks a lot :)
yw
you might want to clean it up so you don't have a decimal in the denominator
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Sure, I will.
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