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A painter paints the four equilaterally triangular regions adjoining
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06 May 2025, 02:16
06 May 2025, 02:16
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A painter paints the four equilaterally triangular regions adjoining the sides of a square $\(A B C D\)$ of diagonal $\(10 \sqrt{2}\)$. What is the ratio of the shaded region to the unshaded region?
GRE figure geometry.png [ 8.44 KiB | Viewed 18 times ]
(A) $\(\sqrt{3}: 2\)$
(B) $\(\sqrt{3}: 1\)$
(C) $\(2: 1\)$
(D) $\(\sqrt{5}: 1\)$
(E) $\(\sqrt{5}: 2\)$
Attachment:
GRE figure geometry.png [ 8.44 KiB | Viewed 18 times ]
(A) $\(\sqrt{3}: 2\)$
(B) $\(\sqrt{3}: 1\)$
(C) $\(2: 1\)$
(D) $\(\sqrt{5}: 1\)$
(E) $\(\sqrt{5}: 2\)$
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A painter paints the four equilaterally triangular regions adjoining [#permalink]
06 May 2025, 02:16
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