Solve for x Y=m+b / mx-b?

Question

what are the steps

Answer 1

y=(m+b)/(mx-b) multiply both side by (mx-b)

y(mx-b)=m+b
ymx - yb =m + b add yb to both sides
ymx = yb + m + b divide by my

x= (yb+m+b)/my

Answer 2

Y=(m+b)/ (mx-b) <-- I assumed you meant this. If so, then
Y(mx-b) = m+b <-- Did cross multiplication to get this
Ymx -Yb = m+b <-- Removed parentheses
Ymx = m +b +Yb <-- Moved Yb to other side & changed sign
x = (m+b+Yb)/mY <-- Division property

Answer 3

y= (m+b) /( mx-b)
Switch mx-b and y,
mx-b = (m+b) /y
Move -b to the other side, and divide both sides by m,
x = (1/m)[ (m+b) /y + b] = (m+b+by)/(my)