Now, at this point, you ask me 'If you flip another million coins, and add those to the coins you already flipped, how many more heads do you expect to have than tails at the end?' Well, I expect to get just as many heads as tails for all my future flips, but I'm already in a position where I have 2 more heads than tails, so I will say I expect to still end up with 2 more heads than tails (on average, of course!) even after another million flips. Say I flip 10 fair coins and get 6 heads and 4 tails.

The fraction of red will eventually be the same as the fraction of black, but we don't expect the number of each to be the same. R-bloggers - blog aggregator with statistics articles generally done with R software.īut as we know, the number of red and black in the end / infinity will be exactly the same Kaggle Self posts with throwaway accounts will be deleted by AutoModerator Memes and image macros are not acceptable forms of content. Just because it has a statistic in it doesn't make it statistics. Please try to keep submissions on topic and of high quality. They will be swiftly removed, so don't waste your time! Please kindly post those over at: r/homeworkhelp. This is not a subreddit for homework questions. All Posts Require One of the Following Tags in the Post Title! If you do not flag your post, automoderator will delete it: Tag

Reds blacks evens or odds in roulette