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SATMathVideos.Net If a circle of radius, r, is inscribed inside an equilateral triangle, what percentage of the area of the triangle is covered by the.

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Presentation on theme: "SATMathVideos.Net If a circle of radius, r, is inscribed inside an equilateral triangle, what percentage of the area of the triangle is covered by the."— Presentation transcript:

1 SATMathVideos.Net If a circle of radius, r, is inscribed inside an equilateral triangle, what percentage of the area of the triangle is covered by the circle? A) 10% B) 30% C) 60% D) 90% r

2 SATMathVideos.Net If a circle of radius, r, is inscribed inside an equilateral triangle, what percentage of the area of the triangle is covered by the circle? A) 10% B) 30% C) 60% D) 90% r

3 SATMathVideos.Net If a circle of radius, r, is inscribed inside an equilateral triangle, what percentage of the area of the triangle is covered by the circle? A) 10% B) 30% C) 60% D) 90% r ?

4 SATMathVideos.Net If a circle of radius, r, is inscribed inside an equilateral triangle, what percentage of the area of the triangle is covered by the circle? A) 10% B) 30% C) 60% D) 90% ?

5 SATMathVideos.Net If a circle of radius, r, is inscribed inside an equilateral triangle, what percentage of the area of the triangle is covered by the circle? A) 10% B) 30% C) 60% D) 90% ? ? ?

6 SATMathVideos.Net If a circle of radius, r, is inscribed inside an equilateral triangle, what percentage of the area of the triangle is covered by the circle? A) 10% B) 30% C) 60% D) 90% ?

7 SATMathVideos.Net If a circle of radius, r, is inscribed inside an equilateral triangle, what percentage of the area of the triangle is covered by the circle? A) 10% B) 30% C) 60% D) 90% ? ?

8 SATMathVideos.Net If a circle of radius, r, is inscribed inside an equilateral triangle, what percentage of the area of the triangle is covered by the circle? A) 10% B) 30% C) 60% D) 90% Answer: C


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