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- From: roberts@cmr.ncsl.nist.gov (John Roberts)
- Subject: Re: Obscure Help Needed
- Message-ID: <BxKLw0.D2x.1@cs.cmu.edu>
- X-Added: Forwarded by Space Digest
- Sender: news+@cs.cmu.edu
- Organization: National Institute of Standards and Technology formerly National Bureau of Standards
- Original-Sender: isu@VACATION.VENARI.CS.CMU.EDU
- Distribution: sci
- Date: Wed, 11 Nov 1992 21:12:03 GMT
- Approved: bboard-news_gateway
- Lines: 34
-
-
- [Posting this because the email address bounced - JR]
-
- -From: jdnicoll@prism.ccs.uwo.ca (James Davis Nicoll)
- -Newsgroups: sci.space
- -Subject: Obscure Help Needed
- -Date: 11 Nov 92 01:36:58 GMT
- -Organization: University of Western Ontario, London
-
- - An embarrassing request: my HP died and I discover I cannot
- -remember how to do logs with a slide-rule, nor can I find my sr-related
- -texts. Clearly, I am senile. Anyone out there recall how the damn things
- -work?
-
- - James Nicoll
-
- Common (base 10) logs and antilogs are easy - just look at the C and L scales -
- for instance, log(2) = ~.3. (I expect you know how to take it from there -
- if not, reply.)
-
- For natural logs, I would use the formula logn(x) = log(x) / log(e), where
- e = 2.7182818... (thus avoiding those nasty e^x scales :-) .
-
- Scientific calculators are so cheap (often available for less than $20 US),
- that I like to keep several on-hand as backups. Unix systems also have
- a pretty good calculator function (with an arbitrary number of memories,
- which is convenient).
-
- If you don't have a calculator with a graphical display, you should rush out
- and buy one - they're great for single-point solutions of complex equations.
-
- John Roberts
- roberts@cmr.ncsl.nist.gov
-
-