Math, asked by Ally1234, 6 months ago

please solve the above question

#QualityAnswersNeeded
#NoSpamming
#CorrectAnswersNeeded
#HelpMePlease​​

Attachments:

Answers

Answered by singhraushankumar711
1

Answer:

thank and follow me ,mark me as brainliest answer

Attachments:
Answered by Anonymous
2

Given:- A triangle ∆PQR in which PQ = PS . Value of ∠SRP = 25° . Also x = ∠SPR .

To Find:- The value of x and y .

Answer :- For figure refer to the attachment .

Now here in ∆PSQ , PQ = PS . So , ∠PQS = ∠PSQ ( since sides opposite to equal angles are equal ) .

Hence , PSQ = PQS = y .

Also , here TR is a straight line . So , its angle will be 180° .

=> 110° + y = 180° .

=> y = 180° - 110° .

y = 70° .

Hence the value of y is 70° .

\rule{200}2

Now , again in ∆PSR ;

=> ∠SPR + ∠PRS = ∠PSQ . [ By Exterior angle property ]

=> x + 25° = y.

=> x + 25° = 70° .

=> x = 70° -25°

x = 45°

Hence the value of x is 45° .

Hence the value of x is 45° and that of y is 70°.

Attachments:
Similar questions