In the diagram, ∠NLO = ∠MLO, ∠NMO = ∠LMO and ∠MNO = ∠LNO. (LO, MO and NO are called the angle bi

Name: In the diagram, ∠NLO = ∠MLO, ∠NMO = ∠LMO and ∠MNO = ∠LNO. (LO, MO and NO are called the angle bisectors of LMN.) If ∠LNM = 2θ, what is the measure of angle LOM?
Uploaded: 2020-07-28T03:08:13-08:00
Duration: 1 min 3 s
Channel: Vicki Stebbins
Description: In the diagram, ∠NLO = ∠MLO, ∠NMO = ∠LMO and ∠MNO = ∠LNO. (LO, MO and NO are called the angle bisectors of LMN.) If ∠LNM = 2θ, what is the measure of angle LOM?

Step 1: Since LO is an angle bisector of LMN, we know that ZNLO = ZMLO. Similarly, since MO is a

Question

In the diagram, \angle NLO = \angle MLO, \angle NMO = \angle LMO and \angle MNO = \angle LNO. (LO, MO and NO are called the angle bisectors of \triangle LMN.) If \angle LNM = 2\theta, what is the measure of angle LOM?

          In the diagram, \angle NLO = \angle MLO, \angle NMO = \angle LMO and \angle MNO = \angle LNO. (LO, MO and NO are called the angle bisectors of \triangle LMN.) If \angle LNM = 2\theta, what is the measure of angle LOM?

In the diagram, ∠NLO = ∠MLO, ∠NMO = ∠LMO and ∠MNO = ∠LNO. (LO, MO and NO are called the angle bisectors of LMN.) If ∠LNM = 2θ, what is the measure of angle LOM?

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Geometry A Common Core Curriculum

Ron Larson, Laurie Boswell 1st Edition

Instant Answer

Solved by Expert Vicki Stebbins

07/28/2020

Step 1

Similarly, since MO is an angle bisector of LMN, we know that ZNMO = ZLMO. And since NO is an angle bisector of LMN, we know that ZMNO = ZLNO. Show more…

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Texts: In the diagram, ZNLO = ZMLO, ZNMO = ZLMO, and ZMNO = ZLNO. (LO, MO, and NO are called the angle bisectors of LMN.) If ZLNM = 20, what is the measure of angle LOM? M