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MBA,PHD, Juris Doctor
Strayer,Devery,Harvard University
Mar-1995 - Mar-2002
Manager Planning
WalMart
Mar-2001 - Feb-2009
There is an important result in statistics known as Bayes' Theorem. Â The formula can be a little complicated for those new to probability, but the ideas behind it are important. Â
The main takeaway is that a more realistic approach to probability is that probabilities are not set in stone and can change with new information.
Please address the following questions:
1) State in your own words what a 'conditional probability' is. Â
Conditional Probability is the measure that
2) We are given two events A and B. Â Describe P(A|B) if A and B are:
i) Â Independent Events
ii) Mutually Exclusive events
3) Baye's Theorem can create some very important but counter-intuitive results. Â Do some research about drug/medical testing and Bayes' Theorem to explain the following true statement:
"A certain disease occurs in the general population with a 1 in 100,000 rate. Â A test can detect the presence of the disease and is 99.9% accurate. Â A person takes the test and is found to have the disease. Â However, there is only about a 1% chance that the person actually has the disease! Â How can this be?"
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