4x+ky=10" has infinite number of solutions."

Find the value of k for the given system of linear equations satisfying the condition below (i) 2x+ ky=1, 3x-5y=7 has a unlque solutions (ii) kx+3y=3,12x+ky =6 has no solutions (iii) (k-3) x +3y=k,kx +ky =12 has infinite number of solutions

The value of k for which the system of equations 2x+3y=5,\ \ \ \ 4x+k y=10 has infinite number of solutions, is (a) 1 (b) 3 (c) 6 (d) 0

Find the value of k for the given system of linear equations satisfying th condition below : (k-3) x + 3y =k, kx + ky = 12 has infinite number of solution

For what value of K, the system of equation 2x+4y+16=0 and 3x+Ky+24=0 has an infinite number of solutions.

If the pair of equations 2x+y=7 and 6x-py-21=0 has infinite number of solutions then p=………..

If the system of equations x+2y+3z=4,x+py+2z=3,x+4y+z=3 has an infinite number of solutions and solution triplet is

For what value of k, will the equations 2x+3y-5=0, 6x+ky-15=0 have an infinite number of solutions?

For the system of linear equations : x - 2y = 1, x - y + kz = -2, ky + 4z = 6, k in R , consider the following statements : (A) The system has unique solution if k ne 2, k ne - 2 . (B) The system has unique solution if k = - 2. (C) The system has unique solution if k = 2. (D) The system has no-solution if k = 2. (E) The system has infinite number of solutions if k ne 2 . Which of the following statements are correct?

The system of equations 3x+2y+z=6,3x+4y+3z=14,6x+10y+8z=a has infinite number of solutions if a=