Another problem is that all three lines must cross at the same point or all must be parallel depending on the β3 coefficient. When β3 = 0 all three lines have the same slopes equal to β2. This means that all lines are parallel. When β3 ≠ 0 all three lines cross at the same point. To find the crossing point of two lines we equate the equations. Equating the first and second lines we get β0+β2E=(β0+β1)+(β2+β3)E.