If the system of linear equations `x+2y+3z=lambda`x,`3x+y+2z=lambday`,`2x+3y+z=lambdaz` has non trivial solution then `lambda=`

The set of all values of lambda for which the system of linear equations x - 2y - 2z = lambdax x + 2y + z = lambday -x -y = lambdaz has a non-trivial solution

The system of linear equations x+lambda y-z=0 , lambda x-y+z=0 , x+y-lambda z=0 has a non-trivial solution for

The system of linear equations x + lambda y-z =0, lambdax-y -z =0, x + y -lambda z =0 has a non-trivial solution for

The set of all values of lambda for which the systme of linear equations x-2y-2z = lambda x, x +2y +z = lambda y " and "-x-y = lambdaz has a non-trivial solution.

The system of linear equations x+lambday-z=0 lambdax-y-z=0 x+y-lambdaz=0 has a non-trivial solution for

The system of linear equations: x+lambday-z=0 lamdax-y-z=0 x+y-lambdaz=0 has non-trivial solutoin for:

The system of linear equations lambdax+2y+2z=5 2lambda x+3y+5z=8 4x+lambday+6z=10 has :

If the system of equations x+6y+6z=lambdax 4x-y+4z=lambda y 2lambdax+2lambday+lambdaz=5z has non-trivial solution then the value of |lambda| is

The system of linear equations x+lambda y-z=0;lambda x-y-z=0,x+y-lambda z=1 has a non - trivial solution for how many values of lambda

The system of linear equations (lamda+3)x+(lamda+2)y+z=0 3x+(lamda+3)y+z=0 2x+3y+z=0 has a non trivial solution