[" system of linear equ "],[=0],[=0],[" es of the triangle fo "]

The system of linear equations ax+by=0,cx+dy=0 has a non trivial solution if (A) ad+bc=0 (B) ad-bc=0 (C) ad-bc,0 (D) ad-bc.0

The system of linear equations ax+by=0,cx+dy=0 has a non trivial solution if (A) ad+bc=0 (B) ad-bc=0 (C) ad-bc,0 (D) ad-bc.0

Let the system of linear equations A[x y z]=[0 1 0] where A is a matrix of set X If the system of linear equation has infinite solution then number of value of alpha is infinite If the system of linear equation has infinite solution then number of matrices is infinite If the system of linear equation has infinite solution then number of value of alpha is only 4 If the system of linear equation has infinite solution then number of matrices is 4

Solve the following system of linear equations graphically: 4x-5y-20=0,\ \ \ 3x+5y-15=0 Determine the vertices of the triangle formed by the lines representing the above equation and the y-axis.

Solve the following system of linear equations graphically: 4x-5y-20=0, 3x+5y-15=0 Determine the vertices of the triangle formed by the lines representing the above equation and the y-axis.

Consider the following system of linear equations [[1,0,0],[4,2,c],[0,3,0]][[x],[y],[z]]=[[0],[0],[0]] then there is a non-zero solution to the system if c=

Examine whether the following system of linear equations is consistent or not. If consistent solve the system : 7x+3y=0, 4x-5y=0

The value of a for which the system of linear equations ax+y+z=0,ay+z=0,x+y+z=0 possesses non-trivial solution is

Find the value of k for which the system of linear equations x + ky = 0, 2x - y =0 has uniques solution.