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The square is inscribed in the circle.

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sandy
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The square is inscribed in the circle. [#permalink] New post   09 May 2015, 11:20
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Quantity A
Quantity B
The length of a diagonal of the square
The length of a diameter of the circle



A)The quantity in Column A is greater.
B)The quantity in Column B is greater.
C)The two quantities are equal.
D)The relationship cannot be determined from the information given.

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C
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Peter
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Re: GRE Math Challenge #101- Square inscribed in Circle [#permalink] New post   11 Mar 2018, 07:59
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sandy wrote:
Image

Quantity A: The length of a diagonal of the square
Quantity B: The length of a diameter of the circle
• Quantity A is greater.
• Quantity B is greater.
• Both Quantities are Equal
• Cannot be determined



Show: ::
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The attachment Quant6.jpg is no longer available

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File comment: For this problem, if we draw the diagonal, we would find that the circle is cut into half. To be more specific, if the inscribed trangle is 90 degree, then the degree of the circle would be 180。 This leads us to realize that the diagonal is the diameter.So, ANS = C
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Re: The square is inscribed in the circle. [#permalink] New post   13 Dec 2019, 10:17
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Re: The square is inscribed in the circle. [#permalink] New post   21 Dec 2019, 21:29
1
In this case, the diagonal and the diameter are the same things

Hence C
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Re: The square is inscribed in the circle. [#permalink]
21 Dec 2019, 21:29
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