Question

a rectangle pqrs is inscribed in a circle with centre T
Prove that (i) arc SPQ is congruent to arc PQR

Answer 1

Step-by-step explanation:

THIS IS THE CORRECT EXPLANATION

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Answer 2

Given :  a rectangle PQRS is inscribed in a circle with centre T

To Find :  Prove that, arc SPQ ≅ arc PQR

Solution:

A rectangle has all 4 angles = 90°

=> m∠SPQ = 90°

 m∠ PQR = 90°

=> m∠SPQ = m∠ PQR

  ∠SPQ ≅   ∠ PQR

m  arc SPQ = m arc PQR

=> arc SPQ ≅ arc PQR

QED

Hence Proved

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