The area of a sector of a circle (shaded region) is given by A = If the area of the shaded sector is proportional to the fifth power of the radius, express in terms of r. Use k as the proportionality constant. O 0(r) = 2kr5 8(r) = 2kr¹0 8(r) = 2kr² 2kr6 O 8(r) = 12/201². Oe(r) = 2kr8 Ⓒ8(r) = 2kr³

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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The area of a sector of a circle (shaded region) is given by A = 201².
N
If the area of the shaded sector is proportional to the fifth power of the radius, express in terms of r. Use k as the proportionality constant.
8(r) = 2kr5
8(r) = 2kr¹0
8(r) = 2kr²
8(r) = 2kr6
0(r) = 2kr8
8(r) = 2kr³
Transcribed Image Text:The area of a sector of a circle (shaded region) is given by A = 201². N If the area of the shaded sector is proportional to the fifth power of the radius, express in terms of r. Use k as the proportionality constant. 8(r) = 2kr5 8(r) = 2kr¹0 8(r) = 2kr² 8(r) = 2kr6 0(r) = 2kr8 8(r) = 2kr³
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