The value of `lambda`, for the given equations to have infinitely many solutions? `5x+lambda y=4` and `15x+3y=12` is

The value of lambda for the pair of equations to have infinitely many solutions is lambda x + 3y = -4 x - 6y = 8

Determine the values of lambda for which the following system of equations fail to have a unique solution: lambda x+3y-z=1,x+2y+z=2,-lambda x+y+2z=-1

Find the value of k for which following system of equations have infinitely many solution: 4x+5y=3,\ \ \ \ k x+15 y=9

The pair of linear equations 5x-15y=8 and 3x-9y=(24)/(5) has infinitely many solutions.

Find the value of lambda the equation is 2x+3y+lambda where x=2 and y=1

Find the value of lambda the equation is 5x+y+lambda=0 where x=1 and y=5

For which value (s) of lambda , do the pair of linear equations lambdax + y = lambda^(2) and x + lambda y = 1 have (i) no solution ? (ii) infinitely many solutions ? (iii) a unique solution ?

For which value (s) of lambda , do the pair of linear equations lambdax + y = lambda^(2) and x + lambda y = 1 have (i) no solution ? (ii) infinitely many solutions ? (iii) a unique solution ?

The value of lambda such that the system x-2y+z=-4,2x-y+2z=2,x+y+lambda z=4 has infinitely many solutions is