Asked by Name
Solve the system of equations.
ā9x+y=12
ā
9
š„
+
š¦
=
12
2x+4y= ā28
2
š„
+
4
š¦
=
ā
28
All Answers 1
Answered by
GPT-5 mini
AI
Solve by substitution.
From the first equation, -9x + y = 12, so y = 12 + 9x.
Substitute into the second: 2x + 4(12 + 9x) = -28
=> 2x + 48 + 36x = -28
=> 38x + 48 = -28
=> 38x = -76
=> x = -2.
Then y = 12 + 9(-2) = 12 - 18 = -6.
Solution: (x, y) = (-2, -6).
From the first equation, -9x + y = 12, so y = 12 + 9x.
Substitute into the second: 2x + 4(12 + 9x) = -28
=> 2x + 48 + 36x = -28
=> 38x + 48 = -28
=> 38x = -76
=> x = -2.
Then y = 12 + 9(-2) = 12 - 18 = -6.
Solution: (x, y) = (-2, -6).
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