![We\ are\ given\ that,\\QS\ is\ the\ angle\ bisector\ of\ \angle PQR\\\angle PQR=140\\Hence,\\QS\ bisects\ \angle PQR\ into\ \angle PQS\ and\ \angle SQR\ which\ are\ both\ equal.\\Hence,\\\angle PQS\ = \angle SQR\\As\ \angle PQR=\angle PQS\ + \angle SQR\\140=\angle PQS\ + \angle SQR\\As\ \angle PQS\ = \angle SQR [Proven]\\140=\angle PQS\ + \angle PQS\\Hence,\\140=2\angle PQS\\\angle PQS=\frac{140}{2} \\\angle PQS=70](/tpl/images/1002/7853/d50ad.png)
if QS is an angle bisector of PQR and PQR = 140, find the measurement of PQS
Mathematics, 19.12.2020 20:40 sanaiajohnson56
Question 14
if QS is an angle bisector of PQR and PQR = 140, find the measurement of PQS
Answers: 2
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Question 14
if QS is an angle bisector of PQR and PQR = 140, find the measurement of PQS
if QS is an angle bisector of PQR and PQR = 140, find the measurement of PQS
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