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Date:         Wed, 1 Feb 2006 12:08:19 -0600
Reply-To:     Larry Alofs <lalofs@RCN.COM>
Sender:       Vanagon Mailing List <vanagon@gerry.vanagon.com>
From:         Larry Alofs <lalofs@RCN.COM>
Subject:      Re: Metric this, metric that
Content-Type: text/plain; charset=us-ascii; format=flowed

John Bange wrote:

>The other thing about most people's mundane lives is that we don't generally >deal with things that vary by orders of magnitude. Physics calculations, >sure. Dividing 16 feet into three equal bits, not so much. It's much quicker >to get to 5'4" from 16' than it is to get to 166cm from 5m. It's just the >way the systems are constructed. Decimal systems like metric are optimized >for science and engineering, but feet and inches are optimized for figuring >out if two chairs and a sofa will fit against the wall. > >-- >John Bange >'90 Vanagon - "Geldsauger" > > > Even tho you seem to have chosen an example that happens to come out to a whole number of inches, it is still a more complex process than simply dividing 500 by 3. How about doubling: 2' 9 5/8" vs. doubling 85.4 cm ? Or find the area of squares with edges of those sizes? The metric version is very easily done with a calculator.

Larry A.


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