Question
A wooden box measures 30 cm by 24 cm by 20
cm. Thickness of wood is 3
cm. Find the volume of wood required to make the box.
Solution
Volume of outer box = 30 x 24 x 20 = 14400 cm 3 & Volume of inner box without wood = 24 x 18 x 14 = 6048 cm 3 Hence volume of wood = 14400 - 6048 = 8352 cm 3
More Mensuration Questions
- The volume of a cylinder is given as 6160 cubic centimeters. The height of this cylinder is proportionally 5/7 of its radius. Could you determine the combi...
- The circumference of a circle is equal to the perimeter of a rectangle whose length and breadth are in ratio 9:7, respectively. If the area of the rectangl...
- The perimeter of a sector of a circle, whose radius is 25 cm, is 66 cm. If the length of a rectangle is 10 cm more than the arc subtended by the sector and...
- If a circular wheel covers a distance of 9240 metres in 105 revolutions, find the diameter of the wheel. (Use π = 22/7)
- Find the time taken by a pipe, which releases 121.5 m3 of water in a minute to fill an empty cylindrical tank of radius 9 m and height 10 m. [Take π = 3]
- A rectangular park measuring 24 metres by 18 metres is set to have a 2-metre-wide path constructed along its interior perimeter. The cost of construction i...
- Length, breadth and height of a cuboidal box are 20 cm, 15 cm, and 10 cm, respectively. It is decided to paint the whole box from outside. A can of paint c...
- The perimeter of a sector of a circle, whose radius is 18 cm, is 62 cm. If the length of a rectangle is 10 cm more than the arc subtended by the sector and...
- The length of sides of a square is twice the radius of a circle and perimeter of a rectangle is half the perimeter of the square. If the sum of length and ...
- Mr. Arun rows a boat with the stream at 10 km/hr and against the stream in 5 km/hr. In still water, his rate of rowing in km/h is:
