Line 1 ->`x+3y = 6`
If we put,` x=0`, then ` y = 2`
If we put `y=0` then `x=6`
So, we can draw aline with points (0,2) and (6,0).
Please refer to video for graph.
Line 2->
`2x-3y = 12`
If we put,` x=0`, then ` y = -4`
If we put `y=0` then `x=6`
So, we can draw aline with points (0,-4) and (6,0).
Please refer to video for graph.
So, from the graph, we can see that two lines intersecting at point `(6,0)`.
As, these lines have a unique solution at
`x = 6 and y=0`, this pair is consistent.