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I am trying to find the angle that's in red in the picture in the comment. The area of circle P = 226.98 The area of sector APB = 40.98
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oh, I thought you throw the problem here to get the free answer so that I deleted my comment. Sorry. Just subtract them.
I'm trying to find the angle, not the area
what is the fraction that the sector takes up in terms of the entire circle?
It doesn't have the fraction of the sector
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(area of sector)/(area of entire circle) = ???
Big area + small area = area of the whole circle = \(r^2*\pi\), where r is radius of the circle. Hence \(r^2={(226.98+40.98)/\pi}\) . You calculate it. Apply formula of area of a circle segment: \(area = \pi r^2*\dfrac{angle}{360}\) to find the angle
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