Revision as of 06:02, 5 October 2008 by Vhsieh (Talk)

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The Problem: There is a new test that will test for the HIV virus, but we are not sure of whether this test's results are usually correct or not. We are given the following information:


$ P (+ | HIV) = 0.9, P (- | HIV) = 0.1\! $ $ P (+ | no HIV) = 0.1, P (- | no HIV) = 0.9\! $


We are also given that only $ 0.5%\! $ have the HIV virus. The rest do not.


Are the results usually correct, and what can you tell from the results?

The Solution:

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Abstract algebra continues the conceptual developments of linear algebra, on an even grander scale.

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