PQRS are 4 points in order on the circumference of a circle such that

1.	PQRS are 4 points in order on the circumference of a circle such that PR and QS intersect at Right Angles at O. Y is the midpoint of QR and XO produced meets PS at Y Prove that OY is perpendicular to PS. (HINT: XQ= XO= XR) Pls fast ....I need ur help...
Answer» Answer: Step-by-step EXPLANATION: PQRS are 4 points in order on the circumference of a circle such that PR and QS intersect at RIGHT Angles at O. Y is the midpoint of QR and XO produced meets PS at Y Prove that OY is perpendicular to PS. (HINT: XQ= XO= XR) Pls fast ....I need ur help...( DIDNT UNDERSTAND ) SEND THE PIC OF THIS QUESTION

PQRS are 4 points in order on the circumference of a circle such that PR and QS intersect at Right Angles at O. Y is the midpoint of QR and XO produced meets PS at Y Prove that OY is perpendicular to PS. (HINT: XQ= XO= XR) Pls fast ....I need ur help...

Answer»

Answer:

Step-by-step EXPLANATION:

PQRS are 4 points in order on the circumference of a circle such that PR and QS intersect at RIGHT Angles at O. Y is the midpoint of QR and XO produced meets PS at Y Prove that OY is perpendicular to PS. (HINT: XQ= XO= XR) Pls fast ....I need ur help...( DIDNT UNDERSTAND ) SEND THE PIC OF THIS QUESTION

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PQRS are 4 points in order on the circumference of a circle such that PR and QS intersect at Right Angles at O. Y is the midpoint of QR and XO produced meets PS at Y Prove that OY is perpendicular to PS. (HINT: XQ= XO= XR) Pls fast ....I need ur help...

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