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Suppose that circles R and S have a central angle measuring 80°. Additionally, circle R has a radius of 3 ft and the radius of circle S is 6 ft. If the measure of the sector for…
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Suppose that circles R and S have a central angle measuring 80°. Additionally, circle R has a radius of 3 ft and the radius of circle S is 6 ft. If the measure of the sector for…
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Apr 22, 2019
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Suppose that circles R and S have a central angle measuring 80°. Additionally, circle R has a radius of 3 ft and the radius of circle S is 6 ft. If the measure of the sector for circle R is 2π ft2, what is the measure of the sector for circle S?
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Ben Pingilley
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Jeanreis
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Apr 25, 2019
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Area of similar figures is multiplied by the square of the multiplier for linear dimensions (radius, for example).
The area of the sector for circle S is (2π ft²) × ((6 ft)/(3 ft)² = 8π ft².
Daniel Lenz
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Apr 28, 2019
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