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Think about correlation between shots
Posted By: Bob Koca
Date: Saturday, 27 May 2017, at 6:00 a.m.
In Response To: Fun new probability puzzle (Jeremy Bagai)
Suppose that you always took two shots and counted how many bullets hit you. This gives the same expected number of hits of 2/3. We have two random variables which have outcomes of only 0,1, or 2 and an expected value of 2/3 means that the one with the greater chance of equallng 2 gives also the greater chance of equalling 0 which matches survival. Since f(x) = x^2 is a concave up function the variability increases that chance.
Messages In This Thread
- Fun new probability puzzle
Jeremy Bagai -- Saturday, 27 May 2017, at 5:37 a.m.
- Fun new probability puzzle (Helpful example)
Jeremy Bagai -- Saturday, 27 May 2017, at 5:39 a.m.
- Think about correlation between shots
Bob Koca -- Saturday, 27 May 2017, at 6:00 a.m.
- Fun new probability puzzle
Casper Van der Tak -- Saturday, 27 May 2017, at 8:11 a.m.
- Fun new probability puzzle
bluedice -- Saturday, 27 May 2017, at 12:49 p.m.
- Fun new probability puzzle
David Levy -- Saturday, 27 May 2017, at 3:17 p.m.
- Fun new probability puzzle (variants)
David Levy -- Saturday, 27 May 2017, at 5:48 p.m.
- Fun new probability puzzle
HOMINID -- Saturday, 27 May 2017, at 9:05 p.m.
- Fun new probability puzzle
Timothy Chow -- Saturday, 27 May 2017, at 10:44 p.m.
- Aha! Bayesian analysis makes it clear.
Jeremy Bagai -- Sunday, 28 May 2017, at 12:31 a.m.
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