Gothgar
Lifer
- Sep 1, 2004
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<chanting>Down with pi, up with tau. Down with pi, up with tau. </chanting> Tau is superior to pi.
http://www.jcrows.com/withoutnumbers.html
That blew my mind.
<chanting>Down with pi, up with tau. Down with pi, up with tau. </chanting> Tau is superior to pi.
http://www.jcrows.com/withoutnumbers.html
Only tenuously related, but your post reminded of this:
Freakonomics - Why are Chinese (and other Asians) Better at Math?
<chanting>Down with pi, up with tau. Down with pi, up with tau. </chanting> Tau is superior to pi.
Guess what? 11 is ten-one here too. And 12 is ten-two.
Because the practical applications of base 12 make it a lot easier, shop keepers lives would be easier as 12 has way more factors than base 12 comparatively, and base 12 would also be very good because of the months in a year, time (60 is divisible by 12), and many other systems would be so much easier. I'm afraid you my friend have overlooked the power of base 12. \12/Actually, look at the link I gave - (or look for other links about the Pirahas) - they had no concept of numbers, thus wouldn't be able to comprehend hexadecimal (let alone the decimal system that researchers attempted to integrate into their lives.)
And, "why should humans 'convert' from our wonderful system?! I, II, III, IV, V, VI, VII,... It's pretty natural and easy to understand, so why should we convert over to that arabic decimal system just because it makes sense to those mathematicians?" (Not saying that I think we'd ever convert away from decimal. Hell, the 'tards in the U.S. can't even convert over to the metric system.
What is about decimal numeral system that makes visualizing the units easier than other bases of numbers? Eg. Binary, Hexagonal.
Is this advantage merely one of conditioning or is it inbuilt within our brains?
Because we use a base-10 system of numerals. People who work with computers use base-2.