Answer:
x=2, y=1
Explanation:
since they are both congruent, the corresponding sides are also congruent
Thus:
2x+1=x+3
x+y=3x-3y
First, solve 2x+1=x+3

Subtract both sides by x


Subtract both sides by 1


Thus x=2
Next, solve for x+y=3x-3y

Substitute x with 2 (from the first part)






Thus y=1