steersman
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Why is 10 a base number? Why not 4? Is it because we can count to 10 on our fingers? This sounds like a stupid question I know but it's been bugging me.
The discussion revolves around the question of why base 10 is commonly used in mathematics, exploring the historical, cultural, and practical reasons behind the choice of base systems. Participants consider various numeral systems and their implications, including the influence of human anatomy and historical practices.
Participants do not reach a consensus on why base 10 is standard, with multiple competing views and historical examples presented. The discussion remains open-ended, with various perspectives on the significance and implications of different base systems.
Some claims about numeral systems depend on cultural practices and definitions, and the discussion does not resolve the mathematical implications of different bases.
ahrkron said:I think the mayans used base 20.
Anyway, there are no "base numbers". Any number greater than 1 can be used as a base for a positional system.
And, no matter what number you choose for your base, the representation of that number in that base will be "10" (for instance, 2 in binary is "10"; 3 in base 3 is "10", etc).
Base 10 is for our daily computation...steersman said:Why is 10 a base number? Why not 4? Is it because we can count to 10 on our fingers? This sounds like a stupid question I know but it's been bugging me.