The exact area of the shaded region of the above will be:
- Area of sector = [tex]\frac{x}{360}[/tex] x πr²
What is the area about?
Note that to find the Area of shaded figure, the following equation will be used:
Area of shaded figure = area of sector CBD + area of sector CAD - area of CBD - area of CAD
= 60/360 x π x 10² + 90/360 x π x (√50)² - √3/4 x 10² - 1/2 (√50)²
= 50π/3 + 25π/2 - 50√3/2 - 50/2
= 175π - 150√3 - 150 = 6 sq/in
Therefore, the Area of sector = [tex]\frac{x}{360}[/tex] x πr²
See full question below
Given: BC = 10 inches
AC = inches
m∠CBD = 60°
m∠CAD = 90°
Calculate the exact area of the shaded region.
Learn more about sector from
https://brainly.com/question/22972014
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