Find the area of shaded region if in the given image APC & BPD are semicircles of radius 5cm?
5.37 cm^2
Area(ABDC)=(5*2)^2=100 cm^2 Area(APC+BPD)=3.14*5^2=78.54 cm^2 Shaded area= 1/4*(100-78.54)= 5.37 cm^2
Find the area of the blue shaded region in this 14x7 rectangle, with two semicircles of radius 7 drawn.
A rectangle has a side length equal to 10. Two semicircles are constructed with their diameters equal to the length of 10 and along opposite sides of the rectangle, as shown. A circle is inscribed between the intersection points of the semicircles and tangent to the two sides of 10 on the rectangle. What is the area of the shaded region in which the two semicircles are overlapping?
Given that D, E, F are the midpoints of the opposite sites in the triangle ABC, find the area of the shaded region?
Seven circles, each with radius 1, overlap to form the composite figure shown below. Find the area of shaded region?
