Three vertices of a Parallelogram ABCD are A (1, 2, 3), B (– 1, – 2, – 1) and C (2, 3, 2). Find the fourth vertex D.
Given; Three consecutive vertices of a parallelogram ABCD are A (1, 2, 3), B (– 1, – 2, – 1) and C (2, 3, 2)
Let the forth vertex be D(x,y,z).
Midpoint of diagonal AC ![]()
Midpoint of diagonal BD ![]()
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⇒ x=4
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⇒ y=7
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⇒ z=6
∴ D(4, 7, 6) is the forth vertex.
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