Home
Class 11
MATHS
The number of integral values of lamda ...

The number of integral values of `lamda` for which exactly one root of the equation `5x^2 + (lamda + 1)x + lamda = 0` lies in the interval `(1,3)` is

Promotional Banner

Similar Questions

Explore conceptually related problems

The number of integral values of lambda for which exactly one root of the equation 5x^(2)+(lambda+1)x+lambda=0 lies in the interval (1,3) is

If the equation has no real root, then lamda lies in the interval

If the equation has no real root, then lamda lies in the interval

If exactly one root of the equation x^(2)+(k+1)x+5k=0 lies in (0,5) then the number of integral values of k is

The values of lamda for which one root of the equation x^2+(1-2lamda)x+(lamda^2-lamda-2)=0 is greater than 3 and the other smaller than 2 are given by

The values of lamda for which one root of the equation x^2+(1-2lamda)x+(lamda^2-lamda-2)=0 is greater than 3 and the other smaller than 2 are given by

Find the values of lamda and mu if both the roots of the equation (3lamda+1)x^(2)=(2lamda+3mu)x-3 are infinite.

Roots of the equation (x^2-4x+3)+lamda(x^2-6x+8)=0 , lamda in R will be

The sum of all intergral values of lamda for which (lamda^(2) + lamda -2) x ^(2) + (lamda +2) x lt 1 AA x in R, is:

The sum of all intergral values of lamda for which (lamda^(2) + lamda -2) x ^(2) + (lamda +2) x lt 1 AA x in R, is: