How to find the volume of a cylinder

how to find the volume of a cylinder

how to find the volume of a cylinder

Answer: To find the volume of a cylinder, you can use the formula:

Volume = π × radius² × height

Where:

  • π (pi) is a constant approximately equal to 3.14159
  • radius is the distance from the center of the circular base to its edge
  • height is the distance between the two circular bases

Just plug in the values for the radius and height of the cylinder into the formula to calculate its volume.

here are 10 examples of calculating the volume of cylinders:

  1. Radius = 3 units, Height = 8 units
    Volume = π × 3² × 8 = 72π cubic units

  2. Radius = 6.5 units, Height = 12 units
    Volume = π × 6.5² × 12 = 507π cubic units

  3. Radius = 2.2 units, Height = 15 units
    Volume = π × 2.2² × 15 = 72.15π cubic units

  4. Radius = 10 units, Height = 4.5 units
    Volume = π × 10² × 4.5 = 450π cubic units

  5. Radius = 7.8 units, Height = 9 units
    Volume = π × 7.8² × 9 = 532.62π cubic units

  6. Radius = 4 units, Height = 20 units
    Volume = π × 4² × 20 = 320π cubic units

  7. Radius = 1.5 units, Height = 30 units
    Volume = π × 1.5² × 30 = 67.5π cubic units

  8. Radius = 9.2 units, Height = 5.5 units
    Volume = π × 9.2² × 5.5 = 436.72π cubic units

  9. Radius = 2.7 units, Height = 18 units
    Volume = π × 2.7² × 18 = 137.34π cubic units

  10. Radius = 12 units, Height = 3 units
    Volume = π × 12² × 3 = 432π cubic units

Remember, these are just examples to help you understand how to use the formula. You can plug in different values for the radius and height to calculate the volume for any given cylinder.