# Mensuration & Geometry

Are you preparing for campus placements,Banking,SSC, IAS, Insurance,Defence and other competitive exams? Then, make sure to take some time in practicing the Mensuration questions and answer in Quantitative Aptitude. Moreover, only those questions are included that are relevant and likely to be asked in any competitive exam. So, take these questions and answer, brush up your skills and practice to stay fully prepared for any your exam.

• Q22.WXYZ is a rectangle and there are four equilateral triangles. Area of ∆ WSZ equals to area of ∆ XQY and area of ∆ ZRY equals to area of∆WPX. The perimeter of the rectangle is 12cm. Also the sum of the areas of the four triangles is then the total area of the figure thus formed:

• Q23.ABCD and EFGA are the squares of side 4 cm, each. In square ABCD, DMB and PMQ are the arcs of circles with centres at A and C respectively. In square AEFG, the shaded region is enclosed by two arcs of circles with centres at A and F, respectively. What is the ratio of the shaded regions of the squares ABCD and AEFG respectively:

• Q24.In the adjoining figure $\frac{AB}{BC}=\frac{AD}{DF},$ were EBCF is a square. Find the ratio of $\frac{AE}{EF}$.

• Q25.ABCD is a square. Another square EFGH with the same area is placed on the square ABCD such that the point of intersection of diagonals of square ABCD and square EFGH coincide and the sides of square EFGH are parallel to the diagonals of square ABCD. Thus a new figure is formed as shown in the figure. What is the area enclosed by the given figure if each side of the square is 4 cm:

• Q26.The number of side of a regular polygon whose one of interior angle is equal to 3/4 times of one of interior angle of regular hexagon will be: