Math, asked by akifa2021, 8 months ago

in the given figure pqrs is a quadrilateral in which PQ = QR and PS is = RS then find the value of angle PSR

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Answered by Anonymous

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Let angle PSR be x

Therefore,

Angle P + x = 180° (Interior angles on same side)

110° + x = 180°

x = 180° - 110°

x = 70°

THEREFORE, ANGLE PSR = 70°

NOTE-

IF ANGLE PSR IS 70° SO ANGLE SRQ = 80°

AND IF YOU ADD ALL THEM THEY WILL ADD UP TO 360° (ANGLE SUM PROPERTY)

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ANSWER BY MANAS817

Answered by shaishtachiku

Answer:

Step-by-step explanation:

dividing the figure into two parts of triangle to get your answer .

triangle PQS and triangle QSR.

while making an imaginary line from Q to S.

angle PQR will be 50°. now we have to find out the Angle PSQ

taking it as x

110°+50°+x=180°

160°+x=180°

x=20°

As PS is parellel to SR then angle QSR will also be 20°

angle PSQ+angle QSR

20 °+ 20°=40°

so angle PSR will be 40°

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