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Question -

In three line segments OA, OB, and OC, points L, M, N respectively are so chosen that LM || AB and MN || BC but neither of L, M, N nor of A, B, C are collinear. Show that LN || AC.



Answer -

Given : On OA, OB and OC, points are L, M, and N respectively
Such that LM || AB, MN || BC

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