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Combinations

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Uploaded by on May 6, 2008

Introduction to combinations

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LICENSE: Creative Commons (Attribution-Noncommercial-No Derivative Works).

For more information about this license, please read: http://creativecommons.org/licenses/by-nc-nd/3.0/.

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  • I understand it!

  • thank you, it helped me remember my precalculus stuff.

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  • What playlist is this in? It's so frustrating I don't know how to find out which playlist what video is in..

  • we can say combination is (5 & 3) can be like this ( 5.4.3 )/3!=10 its like the same for permutation p(5,3) = 5.4.3=60 you go down from 5 3 times;)

  • @Mraloneandsad duuddeeee:)

  • at 6:00 it sounds like hes sayiing fukin f2 ahahaha

  • Thanks a lot !

  • Soooo...

    n choose k?

  • he keeps saying permutations this is a combination order doesnt matter

  • Thanks alot for the logic of these stuff its really useful.

  • Thanks for explaining the logic behind these formulas, really enlightening!

  • Another thing that causes confusion is the phrase "locker combination". In math we are told that when we are finding combinations, that order does not matter, but when we need to open a lock, the order of the numbers matter, but it is still called a "locker combination". It should be called a locker Permutation because the order of numbers obviously matters.

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