
Grade 12th pass10 grade maths
If the equation x2−(2+m)x+(−m2−4m−4)=0has coincident roots, then
(a) m = 0, m = 1(b) m = 2, m = 2(c) m = - 2, m = - 2(d) m = 6, m = 1
If the equation x2−(2+m)x+(−m2−4m−4)=0has coincident roots, then
(a) m = 0, m = 1(b) m = 2, m = 2(c) m = - 2, m = - 2(d) m = 6, m = 1




