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Grade 8 · Year 9 · Class 8 · ages 13–14 · Geometry

Volume of cylinders: Grade 8 practice

Finding the volume of a cylinder from its radius and height. Eight questions at a time, instant feedback and a mastery score from 0 to 100.

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Right answers raise your mastery score (more on harder questions) and wrong ones lower it a little. Your best score is saved on this device, and in your account if you log in.

The idea in one minute

Volume = π × radius × radius × height: the area of the circle at the end, stacked up to the height.

Try these on paper first

One question at each level. Tap a question to see the answer.

  1. Easy A cylinder has radius 4 cm and height 7 cm. Its volume in cm³ is (use π = 3.14):

    Answer: 351.68

  2. Medium A cylinder has radius 4 cm and height 7 cm. Its volume in cm³ is (use π = 3.14):

    Answer: 351.68

  3. Challenge A cylinder has radius 8 cm and height 12 cm. Its volume in cm³ is (use π = 3.14):

    Answer: 2411.52

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FAQ

Volume of cylinders: questions

What grade is volume of cylinders?

It is usually taught in Grade 8 (Year 9 in England, Class 8 in India, ages 13–14), though schools and countries differ. Try the grade above or below if it feels too hard or too easy.

What does a volume of cylinders question look like?

For example: "A cylinder has radius 4 cm and height 7 cm. Its volume in cm³ is (use π = 3.14):" The answer is 351.68. Volume = π × radius × radius × height: the area of the circle at the end, stacked up to the height.

What should I learn before and after volume of cylinders?

Before it, try pythagorean theorem (Grade 8). It is the last skill in this topic, so try the games or the next grade.

How can I get better at volume of cylinders?

Volume = π × radius × radius × height: the area of the circle at the end, stacked up to the height. Practise a little every day, read the hint after each wrong answer, and use the printable worksheet when you want to write it out.

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