Question

How do you find the inverse of the equation y= x/1-x

Answer 1

\[x=\frac{y}{y-1}\] solve for \(y\)
first step is
\[x(y-1)=y\] then multiply out to get
\[xy-x=y\] then
\[xy-y=x\] and \[(x-1)y=x\] one more step

Answer 2

in fact you get
\[y=\frac{x}{x-1}\] so it is its own inverse

Answer 3

i actually did it out and i think it's y=x/(x+1)