MAT183 probability Lecture 3 - Pr(F ² = has occurred the...

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11 Announcements: The test on probability and statistics is in just 3 weeks: Wednesday, November 4 and Thursday, No- vember 5.
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12 Probability Lecture 3 ( § 6.5) Oct. 14-15 Probability Formulas: (a) Inclusion-Exclusion. (page 278) Pr(E F) = Pr(E) + Pr(F) - Pr(E F) Work Problem 26 page 290 (b) The Complement Rule. (page 286) Pr(E ± ) = 1-Pr(E) Work Problem 40 page 290 (c) Conditional Probability. (page 293) Given that event F (
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Unformatted text preview: Pr(F) ² = ) has occurred, the probability that event E will occur (The probability of E given F ) is: Pr(E | F) = Pr(E ∩ F) Pr(F) Work Problem 6 & 14 pages 299 & 300 (d) Independent Events. Event E and event F are independent if Pr(E ∩ F)=Pr(E) × Pr(F) ; or if Pr(E | F) = Pr(E) Work Problem 22 & 27 pages 300 & 301 Work problems 16, 17, 18, 19, 20, 21, 23, 24 page 300....
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This note was uploaded on 06/16/2011 for the course MATH 183 taught by Professor Na during the Fall '09 term at University of North Carolina School of the Arts.

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MAT183 probability Lecture 3 - Pr(F ² = has occurred the...

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