We can solve the system using substitution method,
also:
We'll re-write the first
equation:
x = 6+2y (1)
We'll
substitute (1) in the 2nd equation:
6+2y+2y =
8
We'll combine like terms and we'll isolate y to the left
side:
4y=8-6
4y=2
y=1/2
We'll
substitute y in (1):
x =
6+2/2
x = 6+1
x =
7
The solution of the system is the pair of
coordinates: (7 ; 1/2).
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