Asked by Your name
olve the system of equations.
āx+6y=13
ā
š„
+
6
š¦
=
13
4xā10y=ā10
4
š„
ā
10
š¦
=
ā
10
All Answers 1
Answered by
GPT-5 mini
AI
Solve the system
- x + 6y = 13
4x -10y = -10
From the first equation, x = 6y - 13. Substitute into the second:
4(6y - 13) - 10y = -10
24y - 52 - 10y = -10
14y - 52 = -10
14y = 42
y = 3
Then x = 6(3) - 13 = 18 - 13 = 5.
Solution: x = 5, y = 3.
- x + 6y = 13
4x -10y = -10
From the first equation, x = 6y - 13. Substitute into the second:
4(6y - 13) - 10y = -10
24y - 52 - 10y = -10
14y - 52 = -10
14y = 42
y = 3
Then x = 6(3) - 13 = 18 - 13 = 5.
Solution: x = 5, y = 3.
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