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# Class Note for STAT 528 at OSU 44

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COURSE
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Class Notes
PAGES
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KARMA
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This 2 page Class Notes was uploaded by an elite notetaker on Friday February 6, 2015. The Class Notes belongs to a course at Ohio State University taught by a professor in Fall. Since its upload, it has received 22 views.

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Date Created: 02/06/15
Review of Randomness and Probability Models Statistics 528 Data Analysis I 0 Interpretation of probability long term relative frequency of an event Repeat identical independent trials over and over The probability of an event is the number of times the event LeCture 5 suPplement occurs divided by the number of trials JUIY 11 2006 Example Coin tossing Probability of heads Example Draw 2 cards Probability of the second card being red Chrlstopher Holloman The onle Chrlstopher Hellem en The onle State Unlverslty Summer znn 1 State Unlverslty Summer znn 2 Example A satellite is constructed with three relays Each of these relays has a 1 chance of failing over the next five years The relays operate 0 Some events A nrsr relay falls independently of each other Let39s construct a SSS FSS SFS SSF Probability model for the failure or success of FFS FSF SFF FFF hese relays over the next flve years B second relay rells SSS FSS SFS SSF FFS FSF SFF FFF c only the third relay rells the other two ere successes Chrlstopher Holloman The onle Chrlstopher Hellem en The onle State Unlverslty Summer znn 3 State Unlverslty Summer znn 4 0 Which events are disjoint7 0 Which event is the compiemeht om what is A 7 SSS FSS SFS SSF FFS FSF SFF FFF o What is the intersection ofA and B7 o What is the union OFA and C7 SSS FSS SFS FFS FSF SFF Christnpher Huiinman The Ohm State University Summer znn o Assigning probabiiities The infurm atiun m the stetem eht Bf the prnbiem duesn t directiy 2H us what We Wnuid mi m any bux The prnbabiiity the rst Teiay Wm faii is m but this refers a sh Event that cavers 4 tunes test bux Event E aii three faii Fuurth bux Event E uhiy the iastune faiis Christnpher Hniium eh The Ohm State University Summer znn 5 0970299 0009801 0009801 0009801 0000099 0000099 0000099 0000001 0 Each probability is between 0 and 1 o The sum of the probabilities is 1 Christnpher Huiinman The Ohm State University Summer znn

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