Prove the results in parts (a) - (c). GIVEN LP and MQ are medians of scalene
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Prove the results in parts (a) - (c).
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GIVEN ▸ LP and MQ are medians of scalene ALMN. Point R is on LP such that LP = PR. Point S is on MQ such that MQ = QS. PROVE a. NS = NR b. NS and NR are both parallel to LM. c. R, N, and S are collinear.
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Lets begin by proving part a We are given that LP and MQ are medians of triangle ALMN This means that LP passes through the midpoint of side MN and MQ passes through the midpoint of side AL Since LP P...View the full answer
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Related Book For
Holt McDougal Larson Geometry
ISBN: 9780547315171
1st Edition
Authors: Ron Larson, Laurie Boswell, Timothy D. Kanold, Lee Stiff
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