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  1. Move the decimal point to after the first non-zero digit;
  2. count how many digits the decimal point has to move to get back to its original position - if it has to move left, make this number negative;
  3. remove any leading and trailing zeros;
  4. multiply the result of step 3 by 10 to the power of the result of step 2.

That's how to do it for 0.000012, or any other number.

This is it done for 0.000012:

  1. 000001.2
  2. 5 digit to the left, so make negative: -5
  3. 1.2
  4. 1.2 x 10-5
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Q: How do you write the standard number 0.000012 in scientific notation?
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