Mathematics, 30.11.2020 14:00 khemphill4118

In the given figure, O is the mid–point of base MN of triangle LMN. OP and OQ are perpendiculars to sides LM and LN respectively such that OP = OQ.
Prove that (i) < M= < N (ii) LM = LN

In the given figure, O is the mid–point of base MN of triangle LMN. OP and OQ are

perpendiculars

Answers: 3

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In the given figure, O is the mid–point of base MN of triangle LMN. OP and OQ are perpendiculars to sides LM and LN respectively such that OP = OQ. Prove that (i) < M= < N (ii) LM = LN

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In the given figure, O is the mid–point of base MN of triangle LMN. OP and OQ are perpendiculars to sides LM and LN respectively such that OP = OQ.
Prove that (i) < M= < N (ii) LM = LN