<img src="asset:assets/questions/bc253b706121c5ec.png"/><br/><br/>Quantity A: Area of the larger circle<br/><br/>Quantity B: 2×area of the smaller circle
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CThe relationship cannot be determined from the information given.
DQuantity A is greater.
✓ Correct answer: B. The two quantities are equal.Consider the length of the square side is a. To find the length of the diagonal of the square, multiply the length of one side by the square root of 2:<br/><br/><img src="asset:assets/questions/5c4eaed1189287e6.png"/><br/><br/><img src="asset:assets/questions/ed4d6e21a93bf65a.png"/><br/><br/>As can be seen, the half of the diagonal of the square is the radius of the larger circle and the length of the square side is equal to the radius of the smaller circle. Therefore,<br/><br/>The area of the larger circle: <img src="asset:assets/questions/ebca89c7ee7b7a0a.png"/><br/><br/>The area of the smaller circle: <img src="asset:assets/questions/6df6b45c3f9a2116.png"/>
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