Source: Economist
If regular polygon \(A\) and regular polygon \(B\) can be inscribed in the same circle, is the side of polygon \(A\) longer than the side of polygon \(B ?\)
1. The area of polygon \(A\) is larger than the area of polygon \(B\)
2. The perimeter of polygon \(A\) is longer than the perimeter of polygon \(B\)
The OA is D
If regular polygon \(A\) and regular polygon \(B\) can be inscribed in the same circle, is the side of polygon \(A\)
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Your Answer
A
B
C
D
E
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