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Two concentric circles have circumferences in the ratio 4:7. If the smaller circle has area 80 m², what is the approximate area of the larger circle?
- 245 m²
- 280 m²
- 308 m²
- 336 m²
Correct answer: 245 m²
Solution
Since circumference is proportional to radius, the radii are in the ratio 4:7. Therefore, the areas are in the ratio 16:49. If the smaller area is 80 m², the larger area is \(80\times\frac{49}{16}=245\) m².
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