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okay gamp;#39;day all and welcome to another video so today weamp;#39;re going to continue our adventures through sorting algorithms why is radix sort so fast part two radix sort itself letamp;#39;s have a bit of a look the first sort that weamp;#39;re going to talk about here is called counting sort and counting sort is fast with a capital f-a-s-t this absolutely flies okay so letamp;#39;s imagine that weamp;#39;ve got 32 little elements just here in this unsorted list of of little elements thereamp;#39;s a whole bunch of repeats thereamp;#39;s a four just there thereamp;#39;s another one there itamp;#39;s a few nines yeah so itamp;#39;s the digits from zero to nine and they kind of repeat so we could if we wanted to use a comparison sort if we wanted to in the worst possible case weamp;#39;d be looking at something like the logarithm base 2 of 32 factorial which i think comes out to be about 118 comparisons uh in the worst case but looking at that list surely comparison s
