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Odds in probability
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igiul
Riemann Hypothesis
Riemann Hypothesis


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#1
 Odds in probability

If a checker @ a grocery store checks out 25 customers per hour, what are the odds that he sees 6 orders whose orders end up as a perfect dollar amount (25.00,6.00 etc) in 2 hours?
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my blawg
A_f=\pi r^2(2r^2+\alpha^2+\beta^2)

PostPosted: Mon Nov 02, 2009 8:34 pm  Back to top 
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Jebus McAzn
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#2
There isn't any information about the products in the store; it's impossible to determine the price of the items. Is that the whole problem?

PostPosted: Tue Nov 03, 2009 5:52 pm  Back to top 
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JBL
Birch & Swinnerton Dyer
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#3
Presumably you're meant to assume that the number of cents in a random purchase is uniformly distributed, i.e., the probability that a given purchase comes to an even-dollar amount is exactly \frac{1}{100}.
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Joel
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PostPosted: Tue Nov 03, 2009 6:55 pm  Back to top 
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igiul
Riemann Hypothesis
Riemann Hypothesis


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#4
However, by that logic you should see 1 such order every 4 hours. What are the odds that 6 appear within 2 hours? 12:1?
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my blawg
A_f=\pi r^2(2r^2+\alpha^2+\beta^2)

PostPosted: Tue Nov 03, 2009 9:43 pm  Back to top 
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