Math, asked by gargraghav14007, 9 hours ago

of the bisectors of two adjacent angles form a right angle then prove that their non-common arms are in the same straight line

Answers

Answered by NITESH761

4

Answer:

The adjacent angles forms linear pair, that is the sum of these angles is 180 degrees. angle ABD + angle BDC = 180 degrees. Therefore, AB and BC are in straight line. Hence, the non common arms are in same straight line

Answered by Itzpureindian

2

Step-by-step explanation:

The adjacent angles forms linear pair, that is the sum of these angles is 180 degrees. angle ABD + angle BDC = 180 degrees. Therefore, AB and BC are in straight line. Hence, the non common arms are in same straight line

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