This math topic focuses on finding the outer radius of a donut-shaped figure, given its area and inner radius. This is part of introductory geometry, specifically concerning circle areas, sectors, and circular segments (often termed "donuts"). Each question provides a specific inner radius and total area, and the challenge is to determine the donut's outer radius. Options for the outer radius are given as multiple-choice answers, requiring an understanding of how to manipulate the formulas for the area of a circle to solve for the outer radius.

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Circle Donut From Inner Radius and Area to Outer Radius (Closest Integer)


Find the outer radius of the donut with an area of 188.5 and an inner radius of 2

r=?r=2

?