In a convex quadrilateral PQRS PQ RS 3 1 QR SP and RSP SPQ 30 Prove that PQR QRS 90

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Latest Maths Olympiad Aptitude Question SOLUTION: In a convex quadrilateral PQRS, PQ = RS, (√3+1)QR = SP and \RSP−\SPQ = 30◦. Prove that \PQR − \QRS = 90◦.

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(#M40021932) MATHS OLYMPIAD question GEOMETRY Keep an EYE

In a convex quadrilateral PQRS, PQ = RS, (√3+1)QR = SP and RSP−SPQ =
30◦. Prove that
PQR − QRS = 90◦.

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Latest Maths Olympiad Aptitude Question SOLUTION: In a convex quadrilateral PQRS, PQ = RS, (√3+1)QR = SP and \RSP−\SPQ = 30◦. Prove that \PQR − \QRS = 90◦.

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(#M40021932) MATHS OLYMPIAD question GEOMETRY Keep an EYE

In a convex quadrilateral PQRS, PQ = RS, (√3+1)QR = SP and RSP−SPQ = 30◦. Prove that PQR − QRS = 90◦.

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In a convex quadrilateral PQRS, PQ = RS, (√3+1)QR = SP and RSP−SPQ =
30◦. Prove that
PQR − QRS = 90◦.