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@satellite73 f(x)= x/1-
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x=y/1-3y correct?
that is the first step, if you are looking for the inverse then you have to solve for \(y\)
i keep getting 4x x-3xy=y then divide the one side by y it cancels and you are left with 2x
2x
you have to put all the \(y\) on one side and everything else on the other
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\[x-3xy=y\] lets put all the \(y\) on the right \[x=y+3xy\]
factor out the \(y\) and write \[x=y(1+3x)\]
then divide to get \(y\) by itself \[\frac{x}{1+3x}=y\]
thanks
yw
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these take a little practice, but they are not that hard once you do a couple of them
@satellite73 ive been able to continue my homework on the same type of problems thanks a lot
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