In everyday life, most numbers we use are less than 1000. Sometimes scientists need to use MUCH larger numbers. Here’s an insight into how they do it.

food safety hazard iconSafety: If you’re planning to use these sprinkles in cooking, use clean hands and equipment.

You will need

  • Jar of hundreds and thousands sprinkles
  • Measuring spoons and cup
  • Pen
  • Sticky notes

What to do

  1. These steps will create a geometric sequence of sprinkles. Each pile of sprinkles will be 10 times larger than the previous one.
    Someone separating 10 sprinkles with a piece of paper.

    Count out 10 sprinkles

  2. For the first pile, put one sprinkle on the table. Then put a sticky note next to it and label it 100.
  3. The second pile is 10 times bigger – so count out 10 sprinkles, and then label it 101.
  4. The third pile is 10 times bigger again, which is 100 sprinkles. It might take a while to count, but when you’ve finished, label it 102.
    a teaspoon full of spinkles

    one teaspoon can hold about 1000 sprinkles

  5. The next pile needs 1000 sprinkles, which is too many to count easily. Luckily, we’ve done the counting for you! There are about 1000 sprinkles in a teaspoon, so just measure out one level teaspoon and label it 103.
  6. Ten times bigger than a teaspoon is 10 teaspoons, but there is a better way to measure it. A teaspoon is 5 mL, so 10 teaspoons is 50 mL. To measure this you could use a measuring cup, or you could measure out two and a half tablespoons. That’s 10 000 sprinkles! Label this pile 104.
    a measuring cup full of sprinkles.

    There are 10 000 sprinkles in the measuring cup!

  7. You might have run out of sprinkles, but if you still have lots to spare, here’s one more pile to measure. There’s 100 000 sprinkles in 500 mL, which is two cups. Label this pile 105.
  8. Look at the piles you have. Can you imagine how big the 1010 pile would be?

What’s happening?

What’s the biggest number you know? A billion? A trillion? You probably don’t use huge numbers very often. But some scientists need to use immense numbers regularly.

In just one gram of hydrogen gas, there are about 602 214 085 700 000 000 000 000 atoms. This number is stupendously large, and yet chemists use it all the time. It’s easy to make a mistake with all the zeros at the end. So instead of writing it all out, they split the number of digits from the digits themselves. Scientists would instead write 6.022 x 1023.

This way of writing numbers, known as scientific notation, makes calculations a lot easier. And once you’ve had some practice with it, it’s not hard to read. For example, 2.998 x 108 is a number with nine digits, and the first four digits are 2998. This number is important to physicists – it’s the speed of light (in metres per second).

In this activity, the label for each pile tells you how many tens you need to multiply together to get your number. So the 100 sprinkle pile is labelled 102, because 100 is 10 times 10. The one sprinkle pile is 100 to match the pattern – if you multiply it by 10, you get 101, which is 10.

And if you’re wondering, the 1010 pile would be about 50 000 litres, or a pile the size of a large tanker truck!

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One response

  1. Vayda Avatar

    Wow! I have always wondered about that sort of thing. Numbers are truly spectacular, and the way people create them and use them is incredible too! I have a random, but challenging brain teaser that will mess with your mind, although at the end it will become quite obvious…
    If 1=3
    Then, 6=?
    Good luck!
    Scroll down for the answer…
    ANSWER: 3
    I hope that this question has enhanced both the creative and logical side of your brain.

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