Solve the system of equations 6, x, plus, 3, y, equals, 96x+3y=9 and minus, 9, x, minus, 2, y, equals, 9−9x−2y=9 by combining the equations.

left bracket, 6, x(6x plus, 3, y+3y equals= 9, right bracket9)
left bracket, minus, 9, x(−9x minus, 2, y−2y equals= 9, right bracket9)
6, x6x plus, 3, y+3y equals= 99
minus, 9, x−9x minus, 2, y−2y equals= 99
0
0xx plus+
0
0yy equals=

The system of equations cannot be solved by combining the equations because when the equations are combined, they simplify to 0 = 0 for both the x and y terms. This means that there are an infinite number of solutions to the system.