Equations & Systemshard
0:00.0
Given the system of equations involving parameter :
$$kx + 4y = 8$
2x + ky = 4$$
For what value(s) of k$ does the system have infinitely many solutions?
Given the system of equations involving parameter : $$kx + 4y = 8$
2x + ky = 4$$ For what value(s) of k$ does the system have infinitely many solutions?