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Find the area of the blue shaded region in this 14x7 rectangle, with two semicircles of radius 7 drawn.
[616-147 (1.732)]÷6th units or 60.2326666667squnits
Area of the shaded region will be 2*(Area of the semicircle )-area of the rectangle I.e., area of the circle - area of the rectangle = 22*7*7/7 - 14*7 = 154- 98 = 56 square units.
Seven circles, each with radius 1, overlap to form the composite figure shown below. Find the area of shaded region?
A circle has a radius of 12 units and its center is at one vertex of a square. The square has a side of 12 units. Find the area of the shaded region?
A circle is inscribed in a square as shown in figure. A smaller circle is drawn tangent to two sides of the square and externally tangent to the inscribed circle. Find the area of the blue shaded region...
Find the area of the shaded region in the following image (We have an isosceles triangle with lengths 10, 10, 12)?
