In A POR, If PQ > PR and bisectors of ZQ and ZR
intersect at S. Show that SQ > SR.
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Answer:
In △PQR,PQ>PR
⇒∠PRQ>∠PQR(Angle opposite to longer side is greater)
⇒
2
1
∠PRQ>
2
1
∠PQR
⇒∠SRQ>∠SQR since RS and QS are the bisectors of ∠PRQ and ∠PQR
In △SQR,∠SRQ>∠SQR
⇒SQ>SR since side opposite to greater angle is longer.
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