The equation of the bisectors of the angle between the two straight lines 2x2−3xy+y2=0 is
3x2−2xy+3y2=0
x2+xy−y2=0
3x2+2xy+3y2=0
3x2+2xy−3y2=0
a=2,2h=−3,b=1
h(x2−y2)=(a−b)xy