Answer:


Explanation:
We are given system of equations as
X plus Y equals negative 3
so,

X minus Y equals one
so,

so, system of equations are


now, we can solve it
we can add both equations


now, we can solve for x

now, we can find y


so, solution is


now, we can draw graph


and then we can find intersection point
that is (-1,-2)
so, x=-1 and y=-2
which is same
so, Zach is right about solution