This MCQ is based on Surface Areas and Volumes of different solid shapes.
This includes the surface area of cuboids, the surface area of a cube, and finding the missing sides of solid shapes.
The length of the longest rod that can fit in a cubical vessel of side 10 cm, is
A right circular cone has an altitude of 40 cm and a diameter of 60 cm. The slant height of the cone is
If the diameter of the base of a cylindrical pillar is 4 m and its height is 21 m, then the cost of construction of the pillar at Rs. 1.50 per cubic metre is:
The height of a right circular cone of radius 5 cm and slant height 13 cm is
The curved surface area of a right circular cone whose slant height is 14 cm and base radius is 21 cm is
If the perimeter of one of the faces of a cube is 40 cm, then its volume is:
A cuboid having surface areas of 3 adjacent faces as a, b and c has the volume:
The radius of a cylinder is doubled and the height remains the same. The ratio between the volumes of the new cylinder and the original cylinder is
Length of diagonals of a cube of side a cm is
If x ∝ y and x1= 5, y1 = 210 and x2 = 2, then find y2 ?
The surface area of a cube whose edge equals to 3cm is:
The surface area of cuboid-shaped box having length=80 cm, breadth=40cm and height=20cm is:
The volume of a hemisphere whose radius is r is:
A cone has slanted height of 5cm and height of 4cm, its volume (in cm3) is __________
The formula to find the surface area of a cuboid of length (l), breadth (b) and height (h) is:
If the radius of a cylinder is 4cm and height is 10cm, then the total surface area of a cylinder is:
Volume of a right circular cone of radius r and height h is given by __________
What is the volume of a cone having radius of 21cm and height of 5cm?
Ratio of volume of a cone to the volume of a cylinder for same base radius and same height is __________
A triangle having sides equal to 7cm, 24cm and 25cm forms a cone when revolved about 24cm side. What is the volume of a cone formed?