Hand washing: how many germs are left after 5, 10 or 20 seconds, with and without soap

Slide the washing time and tick soap on or off to see how fast germs are removed from your hands. A teaching model that shows why 20 seconds matters, with made-up rates.

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  1. Soap
  2. Time
  3. Germs
  4. Check
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Germs left on your hands

Try this

  • Press Water only, then Soap with the same 20 s. Soap leaves far fewer germs.
  • Press Soap, 5 s and see how many germs a quick splash leaves behind.
  • Slide the time from 0 s to 40 s. After about 20 s the count has fallen by more than 90 per cent, which is why people say to wash for 20 seconds.

A teaching model: the removal rates are rounded, made-up values, not measurements of any real soap or germ. Real hand washing also needs rubbing between fingers, under nails and drying with a clean cloth.

Check yourself

What it does

Our hands pick up germs all day, and washing takes them off. This page is a teaching model of that: every second of washing removes the same fraction of the germs still on your hands, so the count falls fast at first and then more slowly. The graph shows two lines, water only and soap, and a dot shows where you are at the chosen time. At 0 seconds the count is still the starting number, because nothing has been washed off yet.

It follows the Class 8 Science idea that microorganisms spread disease and that simple habits such as washing hands keep us healthy. To see how germs multiply when they are left alone, try microbe growth simulator, and to see how an illness moves through a crowd, open infection spread.

How to use it

  1. Tick or untick Use soap.
  2. Slide Washing time from 0 to 40 seconds.
  3. Read how many germs are left and what percentage of the start that is.
  4. Press a button for a quick comparison, such as Soap, 20 s.

What each setting does

  • Use soap: soap lifts germs off the skin, so they are removed about three to four times faster than with water alone.
  • Washing time: how long you scrub, in seconds.
  • Germs at the start: only changes the size of the numbers. The percentage left stays the same.

Worked example

Start with 1 million germs and wash with soap for 20 seconds. In this model k = 0.15 per second, so N = 1,000,000 × e^(−0.15 × 20) = 1,000,000 × e^(−3), which is about 50,000 germs, or 5 per cent. With water only, k = 0.04, and 20 seconds leaves about 45 per cent.

FAQs

Why 20 seconds? In this model that is when soap has removed about 95 per cent of the germs; a quick 5 second splash removes only about half.

Does the count ever reach zero? The model never reaches exactly zero, it just gets very small. Real washing also depends on rubbing, nails and drying.

Are the numbers real? No. They are rounded teaching values, not measurements of any real soap or germ.

Where the numbers come from

  • Exponential removal, N = N₀ e^(−kt), half-life = ln 2 ÷ k: standard school maths. The removal rates (0.04 per second for water, 0.15 per second for soap) are rounded, made-up values for teaching, not measurements. Drawings are fibub's own.

Standard scientific values, such as constants, atomic weights and melting points, are facts found in every textbook; we name where ours were checked. If you are an author or publisher and want a value, a credit or a table changed or removed, tell us and we will act quickly.

Last updated 2026-11-10.

Change log for Hand washing

  1. Add hand-washing (#1481), Class 8 Science Details on GitHub

Every change to fibub

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