88.The Olympic symbol comprising five interlocking rings represents the union of the continents.....

The Olympic symbol comprising five interlocking rings represents the union of the five continents of the world and the meeting of athletes from all over the world at the Olympic games. Students made 5 circular rings in the school lawn with ropes. Each ring required 44 m of rope. In the shaded regions shown in the figure, students made rangoli showcasing various sports and games. It is given that △AOB is an equilateral triangle and all unshaded regions are congruent.
(i) Find the radius of each circular ring.
(ii) What is the measure of ∠AOB?
(iii) (a) Find the area of shaded region R1
(iii) (b) Find the length of rope around the unshaded regions.
Olympic Rings Geometry Problem | Find Radius, ∠AOB & Shaded Area | Maths Made Easy
Description:
Welcome to Maths Made Easy with Vaibhav Kulkarni! 🎓
In this video, we solve an interesting geometry problem based on the Olympic symbol with five interlocking rings.
👉 We are given:
✔ Each ring made with rope of 44 m circumference
✔ △AOB is an equilateral triangle
✔ All unshaded regions are congruent
✔ We find:
(i) Radius of each circular ring
(ii) Measure of ∠AOB
(iii) Area of the shaded region R₁
OR
(iii) Length of the rope around the unshaded regions
📌 Step-by-step geometric reasoning 👍
📌 Clear diagrams & explanations 🟡
📌 Exam-oriented tips & tricks ✏️
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