Math, asked by wwwpiyuravat63, 6 months ago

SRQ is a straight line.RSP=63° and SRP=82°.find PRQ​

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Answers

Answered by CODMAiden
0

Sum of angles of a triangle = 180°

Hence,

RSP + SPR + PRS = 180°

> 63° + 82° + PRS = 180°

> 145° + PRS = 180°

> PRS = 180° - 145°

> PRS = 35°

PRS + PRQ = 180° (Linear Pair)

> 35° + PRQ = 180°

> PRQ = 180° - 35°

> PRQ = 145°

Answered by vipashyana1
0

Answer:

In ΔPSR,

<SPR+<PSR+<PRS=180°

82°+63°+<PRS=180°

145°+<PRS=180°

<PRS=180°-145°

<PRS=35°

<PRS+<PRQ=180°

35°+<PRQ=180°

<PRQ=180°-35°

<PRQ=145°

OR

<PRQ=<SPR+<PSR(Exterior angle sum property)

<PRQ=82°+63°

<PRQ=145°

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