A rabbit is tied to one end of an equilateral triangle of side 5 m with a rope length of 8 m.the rabbit is not allowed to travel inside the triangle then find the maximum area covered by the rabbit?
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Area covered by rabbit see the attachment.
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Find Area of the circle:
Area = πr²
Area = π(8)² = 64π m²
Find area of the equilateral triangle:
Area = √3/4 (sides)²
Area = √3/4 (5)² m²
Find the area that the rabbit can roam:
Area the rabbit can roam = Area of the circle - Area of the triangle
Area = 64π - √3/4 (5)² = 190.32 m²
Answer: The area is 190.32 m²
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