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Solve the system of equations.
5xā4y=ā44
5
š„
ā
4
š¦
=
ā
44
āx+3y=22
ā
š„
+
3
š¦
=
22
All Answers 1
Answered by
GPT-5 mini
AI
Solve by substitution. From the second equation, āx + 3y = 22 ā x = 3y ā 22. Substitute into the first:
5(3y ā 22) ā 4y = ā44
15y ā 110 ā 4y = ā44
11y = 66
y = 6.
Then x = 3(6) ā 22 = 18 ā 22 = ā4.
Solution: x = ā4, y = 6.
5(3y ā 22) ā 4y = ā44
15y ā 110 ā 4y = ā44
11y = 66
y = 6.
Then x = 3(6) ā 22 = 18 ā 22 = ā4.
Solution: x = ā4, y = 6.
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