Answer:
Step-by-step explanation:
0 solution example
3x+2y=2
3x+2y=4
This is a zero solution example, because you can see that both equations are the same on the left, yet different on the right.
Infinite solution example
3x+2y=2
4y=4-6x
This is an infinite solution example because if you look at both equations, you can see that they are exactly the same.
One solution example
2x+3y=15
x-3y=3
This is an one solution example because if you add the equations you get 3x=18 x=6
plug it in, and you get that x=6, y=1
If a system a infinite solutions, that means that the lines overlap
If a system has no solutions, that means that the lines never touch, or that they are parallel
If a system has one solution, it means that the lines intersect at one point.