ZeroSum Ruler (home)

Blogging on math education and other related things

AWESOME post on the “divisibility by 3″ trick April 3, 2011

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Author Josh Rappaport had written a blog post on the divisibility by 3 trick.  If you’re not familiar with this trick, it states that by finding if the sum of the digits in a number is divisible by 3 then the number itself is divisible by 3.  For instance, the number 12,345 is divisible by 3 because 1+2+3+4+5 = 15, which is divisible by 3.  Taking the trick even further, the digits in 15 – 1+5 – add to 6, which is also divisible by 3!  Neat stuff!

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But why does this work?  I guess if I had to, and I had a bunch of time!, I may have been able to figure this out (I’d disappoint my professors if I couldn’t), but I thought I’d ask Josh for the cheat.  He wrote the best blog post I’ve read in a while on WHY this trick works… How to See Why the Divisibility Trick for 3 Works.  Check it out!

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2 Responses to “AWESOME post on the “divisibility by 3″ trick”

  1. joshturtle Says:

    Thanks, Shana! I love that “3″ also. Very stylish!
    — Josh


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