Math, asked by nishkarsh2609, 8 months ago

PS is the bisector of angle QPR. Prove that (i) angle QPS + angle PSR = angle PRT (ii) angle PQS + angle PRT = 2 × angle PSR
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Answers

Answered by vaibhavbhatia26
11

Answer:

explained in the attachment..just use exterior angle theorem

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Answered by kamnaraghuwanshi7
0

Answer:

∆PRT=∆PSR

∆QPS=∆SPR

∆PRT=∆PSR+∆QPS

∆QPS=∆SPR

∆PRT=∆PSR+∆QPS hence proved

∆QPS+∆PQS=∆PSR

∆PQS=∆PSR-∆QPS from 1st equation

∆PSR+∆SPR=∆PRT hence proved

add 1st and 2nd equation

∆PQS+∆PRT=∆PSR-∆QPS+∆SPR+∆PSR

∆PQS+∆PRT =2(∆PSR)

Step-by-step explanation:

this is the correct answer mark as brainlist

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