$$\(22 A B C D\)$$ is a rhombus. The diagonals, $$\(A C\)$$ and $$\(B D\)$$, intersect at the point $$\(M\)$$. The coordinates of $$\(M\)$$ are $$\((6,-11)\)$$ The points $$\(A\)$$ and $$\(C\)$$ both lie on the line with equation $$\(2 y+7 x=20\)$$ Find the exact coordinates of the point where the line through $$\(B\)$$ and $$\(D\)$$ intersects the $$\(y\)$$-axis.

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