Mansuration Question for Bob Office Assistant Exam 2025 is an essential part of the quantitative aptitude section. Mensuration refers to the study of the measurement of various parameters such as region, circumference, volume and the surface area of various geometric shapes. The subject plays an important role in the examination as it tests the understanding of both 2D and 3D data using mathematical formulas and logical techniques. To excel in this section, candidates should focus on major concepts, remember important formulas, and practice regularly with a variety of questions.
Disturbance question For Bob Office Assistant Exam 2025
Mansuration is a high scoring theme, provided that the fundamentals are clear. For Bob Office Assistant Recruitment 2025, candidates should focus on master concepts, continuously practicing and analyzing their mistakes. With the right strategy and dedication, the subject can significantly increase the overall performance in the Quant section.
What is there in?
The quantitative aptitude focuses on the measurement of the menuration geometric figures and their properties, including length, area, circumference, volume and surface area. This includes both two-dimensional (2D) shapes such as square, rectangles, triangles, and three-dimensional (3D) size such as cubes, cuboids, cylinders and shells. These questions are designed according to the latest exam pattern and cover various types of formats which have been often asked in banking examinations recently.
Q1. A person converted his circular area into a square area, removing some area of some region. Search the area of the square area if the area of the circular area is 288 πm2 And the diameter of the circular area is equal to the diagonal of the class area.
(A) 4, 4 meters2
(b) 5 (4 meters2
(c) 529 m2
(d) 512 m2
(e) 5 (of meter2
Q2. If the length ratio, width and a cuboid height is 1: 2: 3 and its area is 88 cm2 Then detect the amount of cubes with a length equal to the width of the cuboid.
(A) 68 cm3
(b) 4 cm3
(c) 4 cm3
(d) 74 cm3
(e) None of these
Q3. The ratio of length and the width of a rectangular plot is 6: 5 and the numerical value of the circumference and the area of this plot is 2: 15. Find the circumference of a class whose numerical value of the area is equal to the numerical value of the rectangle’s circumference?
(A) 40 cm
(b) 37 cm
(c) 4 cm
(d) 48 cm
(E) 52 cm
Q4. A region and a cube have similar areas of the surface. Find the ratio of sphere radius in favor of the cube.
(a) √21: 2 and11
(b) 21: 4
(c) 14: 42
(d) 1 (: 4
(e) None of these
Q5,The sum of the circumference of the two verses is 216 cm and the length of both rectangles is in the ratio of 3: 2. If the width of both rectangles is equal to the side of the square.2 Then find the sum of the area of both rectangles?
(A) 1120 cm2
(b) 1210 cm2
(c) None of these
(d) 1140 cm2
(E) 10 (0 cm2
Q6. A height of a right spherical cylinder is 500 cm cm3 The radius is 10 cm, equal to the diagonal of a square. Then find out the circumference of the square?
(a) 10 k2 cm
(b) 5 k2 cm
(c) 20 3 cm
(d) 20 22 cm
(e) None of these
Q7. The ratio of length until the width of a rectangle is 7: 4 and the ratio on the edge of a square between the width of the rectangle is 4: 5. If the circumference of the rectangle is 8 meters more than the circumference of the square, then find the area of the rectangle?
(A) 42 (m2
(b) 4 (meter2
(c) 714 meters2
(d) 424m2
(e) 414m2
Q8. The side of the square is equal to the length of the rectangle. The area of that class is 336 cm2 More than the field of rectangle. If the side of the rectangle is in the ratio of 7: 4 (length: width), then find out the circumference of the square?
(A) 112 cm
(b) 120 cm
(c) 144 cm
(d) 96 cm
(E) 100 cm
Q9. The ratio between the length of a rectangle and the side of a square is 8: 9. If the width of the rectangle is 10 cm and the circumference of the square is 20 cm more than the circumference of the rectangle, then find the difference between the area of the square and the rectangle?
(A) 164 cm2
(b) 172 cm2
(c) 174 cm2
(d) 158 cm2
(E) 14 cm2
Q10.Radius is four-fiveth part of the radius of large circles of small circles. The difference between the area of these two circles is 182 cm2 Less than twice the side of a square with the side of the radius of the small circle. Find the circumference of the big circle?
(A) 352 cm
(b) 176 cm
(c) 220 cm
(d) 24 cm
(E) 308 cm
Q11. The area of a given circle is 616 meters2 The circumference of a rectangle is similar to the circumference of the circle. Find the diagonal of the rectangle if the length of the rectangle is 20% more than the rectangle width.
(a) 2.59
(b) 2 242
(c) 61
(d) 9515
(e) 2 ’65
Q12. The difference between areas of two classes drawn on 2 line sections of different lengths is 32 cm2Find the length of the greater line section if it is longer than 2 cm longer than each other.
(A) 9 cm
(b) 12 cm
(c) 10 cm
(d) 8 cm
(E) 4 cm
Q13. A 196 cm radius is put in a ‘X’ number of 7 cm cubes with a height of 14 cm height. Find the value of x’.
(A) 4
(b) 352
(c) 308
(d) 392
(E) 216
Q14. The circumference of two circles is 132 meters and 176 meters respectively. What is the difference between the area of large circles and small circles? (In m2,
(A) 1052
(b) 1128
(c) 1258
(d) 1078
(e) 152 (e)
Q15. The curved surface area of a correct circular cone is 1.76 meters2 And its base diameter is 140 cm. Find the height of the cone?
(A) 10 cm
(b) 10 to2 cm
(c) 20 22 cm
(d) 1015 cm
(E) 1510 cm
Q16. The length of a rectangle is 12 cm and the side of a square is 14 cm less than the length of the rectangle and width. If the circumference of the rectangle is 16 cm more than the circumference of the square, find out the width of the rectangle.
(A) 4 cm
(b) 10 cm
(c) 8 cm
(d) 4 cm
(E) 5 cm
Question 17, If the ratio of the square side and the radius of the circle is x+3: x and the radius of the circle is 14 cm, which is half of the side of the square. Find the circumference of the square, which is 3x cm.
(A) 112
(b) 4 (
(c) 37
(d) 58
(e) 78
Q18. In two cases the ratio of the difference between the area of the rectangle, first when the length of one rectangle decreases by 4 cm and the second when the width of the original rectangle increases by 4 cm, the area of the rectangle is 4: 9. Find the numerical value circumference ratio in the field of rectangle.
(a) 2: an
(b) 2: 5
(c) 2: 11
(d) 2: 9
(e) None of these
Q19. The length of the rectangle is equal to the edge of the square and the width of the rectangle is 6 cm. If the side of a square is reduced by 4 cm, the area of the square becomes 3 cm2 Initially find more than the field of rectangle, then the field of rectangle2) Initially.
(a) 78
(b) 58
(c) 96
(d) 40
(e) 126
Q20, The radius of a circle is 7 cm and (x+5) the circumference of a square in favor of the cm is 9/11Wan Circum of circle. Find the second class area whose side is x cm.
(A) 4 cm2
(b) 16 cm2
(c) 25 cm2
(d) 37 cm2
(E) ९ cm2
| answer key | |||||||||
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 |
| B | C | C | A | A | A | B | A | A | C |
| 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 |
| C | A | B | D | D | C | C | D | A | B |
