00:01
So for this problem, i'm going to note that for each card of a suit, a player receives, oops, a player receives the odds of getting that suit decrease, or the probability of that decreases.
00:41
So for any particular suit, we'd have that the probability of getting, of getting one card from that suit on the first draw, it's going to be 13 over 52.
00:53
There are 13 ways to get a particular suit, and there are 52 cards.
00:58
Then we'd have 12 ways to get another card from that suit out of 51 cards.
01:06
Then we'd have 11 ways out of 50 cards, and then we'd have 10 ways out of 49 cards, and i'm going to be writing for a little while here, but the basic idea is that we'd be taking the product of 13 times 12 times 11.
01:28
Basically, we should have 13 factorial up top.
01:32
The way that ultimately this is going to shake out, we know that 13 times 12 all the way down to 1 would constitute 13 factorial up top.
01:42
And we could say, okay, well, we should have 52 factorial on the bottom, except for the fact that we should only be going from 52 down to whatever 52 minus 13 is.
01:53
So that should be 50 down or 52 down to 39...