Reverce log, Anti-log, or unlog whitch is correct?

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SUMMARY

The correct terminology for the inverse of logarithms is "antilog" or "inverse logarithm," with "unlog" and "reverse log" being less commonly accepted. Historically, before electronic calculators, the terms "antilogs" were used in reference to log tables and slide rules. In modern mathematics, the term "exponentials" is preferred for the inverse of natural logs, while "powers" is used for logs of other bases. This discussion clarifies the proper usage of these terms in mathematical contexts.

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Title pretty much says it, is there an offical opinion that can be quoted somewhere to win a bet? I like unlog or Reverse log but Anti-log just sounds goofy.
 
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madcat8000 said:
Title pretty much says it, is there an offical opinion that can be quoted somewhere to win a bet? I like unlog or Reverse log but Anti-log just sounds goofy.
The terms antilog (short for antilogarithm) and inverse logarithm are occasionally used. I don't believe that either "reverce" (correct spelling is reverse) log or unlog are ever used.
 
In the days before electronic calculators, when people used log tables or slide rules to do multiplication and division, they were called antilogs.

In mathematics today, a better name for the inverse of natural logs would be exponentials, and for logs to other bases, powers.
 

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