Base 3 ^hot^ Online

If base 3 is so efficient and elegant, why do our computers run on binary? The answer is engineering physics.

This system eliminates the need for a separate negative sign ($-$) to denote negative numbers. For example: base 3

While base 10 is a historical accident derived from the number of fingers on human hands, and base 2 is a necessity of electronic switches (on or off), base 3 occupies a unique position of mathematical elegance and theoretical efficiency. If base 3 is so efficient and elegant,

The positional value follows the powers of 3. Instead of the "ones, tens, hundreds" places we are used to, ternary uses: 303 to the 0 power (the 1s place) 313 to the first power (the 3s place) 323 squared (the 9s place) (the 27s place) For example: While base 10 is a historical

Repeated division by 3, reading remainders bottom to top .