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Given that m angle KLH=120^ which statement about the must be true? angle HLM is bisected by angle GLJ is bisected by vec LH . m angle KLG=m angle HLJ m angle HLI=m angle LLM

Given that m angle KLH120 which statement about the must be true angle HLM is bisected by angle GLJ is bisected by vec LH m angle KLGm angle HLJ m angle HLIm an class=

Respuesta :

Answer:angle hlm is bisected by Lj

Step-by-step explanation:

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The true statement is ∠HLM is bisected by LI

What is bisect?

  • Bisect means to divide a geometric figure to two equal half.
  • Dividing line is bisector.

Given that ∠KLH=120°

We know that angle of straight line is 180°

∴∠KLM=180°

∠KLH+∠HLM=180°

120°+∠HLM=180°

∠HLM=60°

From figure, ∠HLI=30° and ∠ILM=30°

Line LI cuts the angle HLM into two equal parts such as HLI and ILM.

Therefore, ∠HLM is bisected by LI

Learn more about angle here:

https://brainly.com/question/25716982

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