PPT-Section 8.3 – Equally Likely Outcomes and Ways to Count E

Special Topics Calculating Outcomes for Equally Likely Events If a random phenomenon has equally likely outcomes then the probability of event A is How to Calculate Odds Odds are different from probability and dont follow the rules for probability They are often used so they are included here. 1 Equally Likely Outcomes 1 Introduction We start with the concept of an experiment or trial When this is performed there are several possible outcomes We denote the set of all possible outcomes by 8486 Page 123 Section 7 GAN G WAYS 7.01 CONSTRUCTION A. General 1. A g angway is an inclined walkway that is connected to a n abutment , pier, or bulkhead and supported at the opposite end by a flo How to write an article and get it published in . European Urology. Shahrokh. F. . Shariat. , MD. Chair and . Professor, . Medical University of Vienna, Vienna, AUT. Adjunct . Professor, . Weill Cornell Medical University and . A-16. If Set X = {13,19,22,26,37} and Set Y = {8,19,37,44,103}, what is the intersection of sets x and y?. Problem . A-17. Simplify:. 15x + 3y – 6x + 3 + 5y =. Problem . A-18. For sets R and S, determine the value R ∩ S.. Mathematics in Today's . World. Last Time. We discussed the four rules that govern probabilities:. Probabilities are numbers between 0 and 1. The probability an event does . not. occur is 1 minus the probability that it . Alice. Bob. Range of signal. Example. Alice. Bob. Some relay antennas may be . defective. Example. Alice. Bob. Example. Alice. Bob. Example. No connection. Example. Can Alice and Bob make a connection?. Criteria H & I for HL - Criteria G for SL. References and citation method. There is one way to correctly do the references – APA style!! . https://owl.english.purdue.edu/owl/section/2/10. /. http://. 9/20/2012. 1. Why is counting important?. Recall: the basic definition of the probability of an event, . You need to be able to count how many outcomes fit the event of interest.. You need to be able to count how many outcomes are in the sample space.. Alice. Bob. Range of signal. Example. Alice. Bob. Some relay antennas may be . defective. Example. Alice. Bob. Example. Alice. Bob. Example. No connection. Example. Can Alice and Bob make a connection?. Counting ( Enumerative Combinatorics) X. Zhang, Fordham Univ. 1 Chance of winning ? 2 What’s the chances of winning New York Mega-million Jackpot “just pick 5 numbers from 1 to 56, plus a mega ball number from 1 to 46, then you could win biggest potential Jackpot ever !” In this lesson you . will learn how to find the probability of compound events . by creating a tree diagram.. List all the possible ways that Chris, Aaron and Sam can place in the upcoming race.. (Chris, Aaron, Sam). Topics for today. Basics of combinatorial counting. Applications to running time analysis. Using combinatorial counting. Evaluating exhaustive search strategies:. Finding maximum clique. Determining if a graph has a 3-coloring. C. ount . P. redicts Outcomes after Cardiac . S. urgery in Infants . Katie Gilbert, Ray Lowery, . Sunkyung. Yu, Lauren . Retzloff. , Cynthia Smith, Suzanne Welch, . Donna Wilkin, . Caren. . Goldberg, . 1606XYZ. First Name M. Last Name. 1606XYZ. First Name M. Last Name. 1606XYZ. First Name M. Last Name. 1606XYZ. Submitted by – Group A.XY. Replace the background image with your own project’s image .