Math, asked by sukhmeenkaur415, 3 months ago



3 PQR is a triangle and PRS is a straight line. RT is parallel to PQ


a)Angle P and angle SRT are equal
What property of angles is Mia using?

b)Angle Q and angle QRT are equal
P
What property of angles is Mia using?​

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Answers

Answered by vijayaghatol30
3

Answer:

a) corresponding angles property

b) alternate angles property

Explanation:

If you extend ray RT above you will get a clear picture of this.

For a), Consider PRS as transversal.

For b), Consider QR as transversal.

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Answered by Anonymous
5

 \huge{ \sf {\underline {\underline{Question}}}}

PQR is a triangle and PRS is a straight line. RT is parallel to PQ.

  • Angle P and SRT are equal.

What property of angles in Mia using?

  • Angle Q and angle QRT are equal

 \huge{ \sf{ \underline{ \underline{Solution 1}}}}

Parallel Lines RT and PQ is transferred by the line PS

hence she is using corresponding angle

 \huge { \sf{ \underline{ \underline{Solution 2}}}}

Parallel Lines PQ and RT is transversal by the line RQ

Hills she is using alternate angles

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