Why is there no prefix for 10^5,10^-5 and 10^4 and 10^-4?

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In summary, the International System of Units (SI) does not have prefixes for powers of 10 that are not multiples of 3 or less than 1. While some people may use existing prefixes, it is important to use standard units and prefixes in scientific communication. An alternative way to represent 10^5 and 10^-5 is through scientific notation. Prefixed units make it easier to express very large or small numbers in a standardized way, which is especially useful in scientific and technical fields.
  • #1
ppppparker
18
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or, why was one never adopted?
 
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  • #2
Just a convention? 10^3 a time?
 
  • #3
ppppparker said:
or, why was one never adopted?
Myria for ##10^4## and dimi for ##10^{-4}## have been in use in France until the middle of the 20th century.
Today we use potentials of ##10## until ##1000## and then potentials of ##1000## which makes sense to cover the different orders we face. For everyday life we still have the small ones plus some special terms like hectares or acres.
 

Related to Why is there no prefix for 10^5,10^-5 and 10^4 and 10^-4?

1. Why are there no prefixes for 10^5 and 10^-5?

The International System of Units (SI) only has prefixes for powers of 10 that are multiples of 3. Since 10^5 and 10^-5 are not multiples of 3, they do not have corresponding prefixes.

2. Why isn't there a prefix for 10^4 and 10^-4?

The SI system also does not have prefixes for powers of 10 that are less than 1. Therefore, there is no prefix for 10^4 and 10^-4.

3. Can't we just use existing prefixes for 10^5 and 10^-5?

While some people may use existing prefixes like "hecto" or "micro" to represent 10^5 and 10^-5, this is not officially recognized in the SI system. It is important to use standard units and prefixes in scientific communication.

4. Are there any alternative ways to represent 10^5 and 10^-5?

Yes, instead of using a prefix, we can use scientific notation to represent 10^5 and 10^-5. For example, 10^5 can be written as 100,000 and 10^-5 can be written as 0.00001.

5. Why do we need prefixes for powers of 10?

Prefixed units make it easier to express very large or very small numbers in a compact and standardized way. This is especially useful in scientific and technical fields where we often deal with numbers that are much larger or smaller than 1.

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