The document contains 4 geometry word problems. The first asks to find the area of the shaded portion where three unit circles intersect such that the center of each circle is the intersection of the other two. The second asks to find the area of a circle inscribed within the space enclosed by three semicircles drawn on a line segment with its midpoint. The third asks to find the area of a shaded region bounded by arcs drawn from the vertices of a triangle with given side lengths and radii of 5cm each. The fourth asks to find the area of a design on a circular table cover that leaves an equilateral triangle in the middle.