Surface Area and Volume: Volume of Cube Cuboid and Cylinder

The video tutorial covers the concept of volume for different shapes, including cubes, cuboids, and cylinders. It explains how to calculate the volume of these shapes using their dimensions and provides examples for each. The tutorial also addresses how to find the volume of irregular shapes by breaking them into simpler parts. The relationship between cubic centimeters and liters is discussed, emphasizing practical applications of volume measurement.

What is the volume of a cube with a side length of 10 cm?

• 100 cm³

• 1,000 cm³

• 10 cm³

• 100 liters

How do you calculate the volume of a cuboid?

• Length × Breadth

• Length × Breadth × Height

• Length × Height

• Breadth × Height

What is the volume of a cuboid with dimensions 10 cm × 15 cm × 20 cm?

• 1,500 cm³

• 3,000 cm³

• 2,000 cm³

• 4,000 cm³

Which formula represents the volume of a right circular cylinder?

• πr²h

• 2πrh

• 2πr²h

• πr²

If a cylinder has a radius of 5 cm and a height of 20 cm, what is its volume?

• 1,000 cm³

• 1,200 cm³

• 2,000 cm³

• 1,570 cm³

How can you find the volume of an irregular shape?

• By using the formula for a cube

• By calculating its surface area

• By measuring its height

• By dividing it into simpler shapes and summing their volumes

What is the total volume of an irregular shape composed of a cuboid and half a cuboid with given dimensions?

• 500 cm³

• 600 cm³

• 320 cm³

• 400 cm³