Home
Class 11
MATHS
If a, b, c, d in R such that a lt b lt c...

`If a, b, c, d in R` such that `a lt b lt c lt d,` then roots of the equation `(x-a)(x-c)+2(x=b)(x-d) = 0`

Promotional Banner

Similar Questions

Explore conceptually related problems

If c lt a lt b lt d , then roots of the equation bx^(2)+(1-b(c+d)x+bcd-a=0

If c lt a lt b lt d , then roots of the equation bx^(2)+(1-b(c+d)x+bcd-a=0

If c lt a lt b lt d , then roots of the equation bx^(2)+(1-b(c+d)x+bcd-a=0

If c lt a lt b lt d , then roots of the equation bx^(2)+(1-b(c+d)x+bcd-a=0

If a lt c lt b then the roots of the equation (a−b)x^2 +2(a+b−2c)x+1=0 are

If a lt b lt c lt d then show that (x-a)(x-c)+3(x-b)(x-d)=0 has real and distinct roots.