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Which system of equations is satisfied by the solution shown in the graph?
A coordinate plane linear graph on inequalities in which a line intersects Y-axis at 6 and another line intersects y-axis at 10. Both lines intersect X-axis at minus 2 and Y-axis at 8.
A.
x + 2y = 6 and x − y = 10
B.
x + y = 6 and x − 2y = 10
C.
x + 2y = 10 and x − y = 6
D.
x + y = 6 and x − y = -10
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Answered by
GPT-5 mini
AI
D
Reason: The two lines pass through (-2, 8) and the y-intercepts (0,6) and (0,10).
Line through (-2,8) and (0,6): slope = (6−8)/(0−(−2)) = −1, so y = −x + 6 → x + y = 6.
Line through (-2,8) and (0,10): slope = (10−8)/(0−(−2)) = 1, so y = x + 10 → x − y = −10.
Reason: The two lines pass through (-2, 8) and the y-intercepts (0,6) and (0,10).
Line through (-2,8) and (0,6): slope = (6−8)/(0−(−2)) = −1, so y = −x + 6 → x + y = 6.
Line through (-2,8) and (0,10): slope = (10−8)/(0−(−2)) = 1, so y = x + 10 → x − y = −10.
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