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Combinatorics | Combinations | Picking Numbers with Gaps (Swartwood)
Автор: SWARTWOODPREP
Загружено: 2021-09-16
Просмотров: 238
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John answers: "How many ways are there to pick 5 numbers from 1-30 so that the positive difference between each pair is at least 5?" This combinatorics problem involves a nice way of see how to accommodate "gaps" between the numbers picked and is an alternative to the traditional way employed (in another of the videos John did). This is a great continuation to "Balls and Boxes" • Combinations with Repetition (Balls and Bo... . To see the alternate "traditional method" see • Combinatorics - Nonconsecutive Numbers (So... .
#combinatorics
#pickingnumbers
#combinations
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