Question

question 3 of 6 (1 point) | question attemp
this system of equations is:
consistent independent
consistent dependent
inconsistent
this means the system has:
a unique solution
solution: (0, 0)
infinitely many solutions
no solution

Explanation:

A system of equations is consistent independent if the lines intersect at exactly one point. In this case, the two lines \(L1\) and \(L2\) intersect at \((0,0)\). A consistent - independent system has a unique solution. A consistent - dependent system would have coinciding lines (infinitely many solutions), and an inconsistent system would have parallel lines (no solution).

Answer:

The system of equations is consistent independent. This means the system has a unique solution.