Answer:
x=-3,y=-2
Explanation:
Given 2 expressions
S1:

S2:

Write one equation in terms of any variable (x or y)
Here I am writing S1 in terms of y

Substitute this value of y as the value of y in S2
⇒

Therefore

Substitute this value of x in any of the expressions S1 or S2
Here i am substituting in S2
⇒

Therefore x=-3 and y=-2