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How to find the area of the shaded segment of this circle?
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@jim_thompson5910 @Hero
simply itsgiven by this formula \(Area = \frac{r^2}{2}\left(\theta-\sin\theta\right) \)
since its Area of segment remember theta should be in rad scale
So \[\frac{ 6^{2} }{ 6 } ( 0 - \sin 0)\]
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36/6 = 6
\(\Huge \theta \)=theta=60 not zero \
the answer is either \[6\pi - 9 \sqrt 3units ^2\]
could u plz solve it again ?
\[9 \pi - 9 \sqrt 3 units ^2\] or \[12 \pi - 9 \sqrt3 units ^2\]
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absolutely just a second
i got 59.13 as the part in parenthesis and then i multiplied that by 6 to get 354.80
i dnt have calculator xD
its all good thanks anyways!
np :)
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