If `[(4,3),(-2,x)]` is singular then the value of x is

Similar Questions

Explore conceptually related problems

If x in((pi)/(2),pi) and the matrix [(2sinx,3),(1,2sinx)] is singular, then the value of x is :

If the matrix [{:(1,2,x),(1,1,1),(2,1,-1):}] is singular , then the value of x is :

If [(6-x, 4),(3-x,1)] is a singular matrix then the value of x is

If the matrix A = [{:( 6, x ,2 ),(2, -1, 2),(-10, 5, 2):}] is singular, then the values of x is :

If {:(1,2,4),(1,3,5),(1,4,a):} is singular then the value of a is

If [{:(1,2,-1),(1,x-2,1),(x,1,1):}] is singular ,then the value of x is

The matrix [(5,10,3),(-2,-4,6),(-1,-2,x)] is a singular matrix if the value of x is

If A = [(2,3),(6,x)] is singular then find x.

If the matrix [[5x,2],[-10 ,1]] is singular, find the value of x .