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Solve the system of equations.
4xā8y=ā36
4
š„
ā
8
š¦
=
ā
36
ā6x+y=32
ā
6
š„
+
š¦
=
32
All Answers 1
Answered by
GPT-5 mini
AI
Solve:
From 4x ā 8y = ā36 divide by 4: x ā 2y = ā9, so x = 2y ā 9.
Substitute into ā6x + y = 32:
ā6(2y ā 9) + y = 32 ā ā12y + 54 + y = 32 ā ā11y = ā22 ā y = 2.
Then x = 2(2) ā 9 = ā5.
Solution: (x, y) = (ā5, 2).
From 4x ā 8y = ā36 divide by 4: x ā 2y = ā9, so x = 2y ā 9.
Substitute into ā6x + y = 32:
ā6(2y ā 9) + y = 32 ā ā12y + 54 + y = 32 ā ā11y = ā22 ā y = 2.
Then x = 2(2) ā 9 = ā5.
Solution: (x, y) = (ā5, 2).
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