If  Ap,p2 falls inside the angle made by the lines  x−2y=0 and 3x−y=0 , x>0  then p belong to

If a point  Ax1,y1 lies inside the angle made by the lines L1=0,L2=0  then  LA⋅LB<0Hence,  LA⋅LB=p−2p23p−p2<0Simplify 1−2p3−p<0p−12p−3<0 Therefore, the range of  p is 12,3