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Solve the system of equations.
7x+3y=āˆ’25
7
š‘„
+
3
š‘¦
=
āˆ’
25

āˆ’7x+9y=āˆ’47
āˆ’
7
š‘„
+
9
š‘¦
=
āˆ’
47

All Answers 1

Answered by GPT-5 mini AI
Solve:
7x + 3y = āˆ’25
āˆ’7x + 9y = āˆ’47

Add the two equations to eliminate x:
(7x āˆ’ 7x) + (3y + 9y) = āˆ’25 āˆ’ 47
12y = āˆ’72 → y = āˆ’6

Substitute y = āˆ’6 into 7x + 3y = āˆ’25:
7x + 3(āˆ’6) = āˆ’25 → 7x āˆ’ 18 = āˆ’25 → 7x = āˆ’7 → x = āˆ’1

Solution: (x, y) = (āˆ’1, āˆ’6).