'Impossible event' presentation slideshows

A Mathematical View of Our World

A Mathematical View of Our World. 1 st ed. Parks, Musser, Trimpe, Maurer, and Maurer. Chapter 10. Probability. Section 10.1 Simple Experiments. Goals Study probability Experimental probability Theoretical probability Study probability properties Mutually exclusive events

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acute angle

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Certified Quality Engineer Programme (CQE)

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Basic Probability

Basic Probability. Introduction. Our formal study of probability will base on Set theory Axiomatic approach (base for all our further studies of probability) We will solve a class of probability problems via counting methods Determining the probability of obtaining a royal flush in poker

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Math 310

Math 310. Section 7.1 Probability. What is a probability?. Def.

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Chapter 8: Further Topics in Algebra

Chapter 8: Further Topics in Algebra. 8.1 Sequences and Series 8.2 Arithmetic Sequences and Series 8.3 Geometric Sequences and Series 8.4 The Binomial Theorem 8.5 Mathematical Induction 8.6 Counting Theory 8.7 Probability. 8.7 Probability. Basic Concepts

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Chris Morgan, MATH G160 csmorgan@purdue January 18, 2012 Lecture 4

Chris Morgan, MATH G160 csmorgan@purdue.edu January 18, 2012 Lecture 4. Chapter 4.4: Independence. Independence.

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Chapter 11

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Chapter 11

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6.2 Experiments, Outcomes, and Events

6.2 Experiments, Outcomes, and Events. Experiment, Trial and Outcome Sample Space Event Special Events Events As Sets Mutually Exclusive Events. Experiment, Trial and Outcome.

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Probability

Probability. 6.4. Outcomes. Possible results of an action Examples: 6 outcomes for rolling a dice (1,2,3,4,56) 2 outcomes for flipping a coin (heads or tails). Event. The outcome or group of outcomes. Probability of an Event. Find the probability of rolling one number cube .

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Probability

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Section 3.1 Overview

Section 3.1 Overview. Rare Event Rule for Inferential Statistics: . If, under a given assumption, the probability of a particular observed event is extremely small, we conclude that the assumption is probably not correct. Statisticians use the rare event rule for inferential statistics .

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9.1 Understanding Probability

9.1 Understanding Probability. Remember to Silence Your Cell Phone and Put It In Your Bag!. Defining Probability. The use of numbers to describe the chance that something will happen. The ratio of favorable occurrences to the number of total possible occurrences of an observable event.

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Probability

Probability. Probability is how likely it may be for an event to occur. Terms :. More likely: an event will probably happen. Equally likely: two events that have the same chance of occurring. Less Likely: an event that probably will not happen Impossible: Event that cannot happen

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Probability

Probability Definition : The probability of a given event is an expression of likelihood of occurrence of an event .A probability is a number which ranges from 0 to 1. 0 for an event which cannot occur 1 for an event which can occur.

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Chapter-8

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Introduction to Probability

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9-1 Simple Events (pg 370-373)

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