[" (ii) "(k-3)x+3y=k],[kx+ky=12]

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

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 the following system of equations determine the value of k for which the given system has infinitely many solutions: (k-3)x+3y=k,quad kx+ky=12

For what value of k given system of equations are inconsistent ? kx + 3y = k - 3, 12 x + ky = k

Find the value of k for which the pair of linear equations kx + 3y = k-3, 12x + ky = k has no solution.

For what value of k following equations show coincident lines ? kx + 3y = k - 3, 12 x + ky = k

For what value of 'k' the system of equation kx + 3y = 1 , 12x + ky = 2 has no solution.

For what value of k pair of equation has independent solution kx+ 3y = 6, 2x + ky = 10

For what value of k given system of equation has unique solution. kx+ 3y = 6, 2x - ky = 10

Find the value of K, if kx+3y=k-3 and 12 x +ky=k represent coincidents lines.