The straight line L1 touches the parabolas y2=4ax at A and x2=4ay at B. The Straight line L2 is normal to the two parabolas cutting them at points C,D,E,F.
C being in 4th quadrant and F in 2nd quadrant. Then Prove-
- The equation of L1 is : x+y+2a=0
- The equation of L2 is : x+y -3a=0