Shaded/green area will be;
Area semi circle of radius 9unit - 2(area sector of radius 9unit and angle 60°) + area equilateral triangle of single side length 9unit - area sector of radius 9unit and angle 50° - area quarter circle of radius 9unit + 2(area sector of radius 9unit and angle 60°) - area equilateral triangle of single side length 9unit
= ½(81π) - ⅓(81π) + ¼(81√(3)) - ¼(45π) - ¼(81π) + ⅓(81π) - ¼(81√(3))
= ½(81π) - ¼(45π) - ¼(81π)
= ¼(162π - 45π - 81π)
= ¼(162π - 126π)
= ¼(36π)
= 9π square units.
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