yy2bggggs
Master Poster
- Joined
- Oct 22, 2007
- Messages
- 2,435
Actually, both of them look biased to me. Using successive tosses, the former gives P(H|T) of 60.2%, and P(T|H) of 30.8%. Hopefully I'm not making an error when I calculate the probability of a coin doing such a thing by chance at about 0.0002.HHTHTTHTHT
HHHTTHHTHT
HHTTHTHTTT
HTHHHTTHTH
THHTTHTHTH
THHTT
And you toss coin B and get:
HHHHHHHHHH
HHHHHHHHHH
HHHHHHHHHH
HHHHHHHHHH
HHHHHHHHHH
HHHHH
Both results are equally likely. But one of the coins is almost certainly biased. Care to guess which?![]()
Mind you, doing the same analysis on the other, P(H|T) is undefined and P(T|H) zero, giving a much smaller probability, which I think was part of the point. However, of the two, ironically, the former one looks more like it implies intent than the latter, though I think I was supposed to come to the opposite conclusion.
Last edited: