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1. |
An equilateral triangle ABC is inscribed in a circle as shown in the figure. A square of the largest possible area is made inside this triangle as shown. Another circle made inscribing the square. What is the ratio of the area of the small circle and the large circle? |
A. | (15 - 12√3) ∶ 1 |
B. | (63 - 36√3) ∶ 4 |
C. | (7 - 4√3) ∶ 8 |
D. | (18 - √3) ∶ 2 |
Answer» C. (7 - 4√3) ∶ 8 | |