Answer
The system is inconsistent.
No solutions.
Work Step by Step
No row is such that for the same x, we have equal y's.
Inspecting the lines $y_{1}$ and $y_{2}$ we notice that,
for a change in x of $+1$, both have a change in y of $+2$.
So, both have slopes $m=2/1=2.$
In the row in which $x=0$, the y values are different, so the y-intercepts are different.
These are parallel lines that do not intersect.
The system is inconsistent.
No solutions.