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In the \(XY\)-coordinate plane, line \(A\) is defined by the equation \(jx-y=-7\) and line \(B\) is defined by the equat

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In the \(XY\)-coordinate plane, line \(A\) is defined by the equation \(jx-y=-7\) and line \(B\) is defined by the equat

by M7MBA » Sun Jan 31, 2021 1:37 pm

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In the \(XY\)-coordinate plane, line \(A\) is defined by the equation \(jx-y=-7\) and line \(B\) is defined by the equation \(3x+2y=k.\) If line \(A\) and line \(B\) are not parallel, at what point do they intersect?

(1) Line \(A\) passes through the point \((3,1).\)

(2) Line \(B\) passes through the point \((0,7).\)

Answer: B

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