'Collectively exhaustive' presentation slideshows

Basic Probability

Basic Probability. What are the chances that sales will decrease if we increase prices?. What is the likelihood a new assembly method method will increase productivity?. What are the odds that a new investment will be profitable?. Uncertainties.

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BA 201

BA 201. Lecture 6 Basic Probability Concepts. Topics. Basic Probability Concepts Approaches to probability Sample spaces Events and special events Using Contingency Table (Joint Probability Table, Venn Diagram) The multiplication rule The addition rule Conditional probability

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Hand out z tables

Hand out z tables. Introduction to Statistics for the Social Sciences SBS200, COMM200, GEOG200, PA200, POL200, or SOC200 Lecture Section 001, Spring 2015 Room 150 Harvill Building 8:00 - 8:50 Mondays, Wednesdays & Fridays. Welcome.

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Counting Rules

Counting Rules. The probability of a specific event or outcome is a fraction. In the numerator we have the number of ways the specific event can occur and in the denominator we have the total number of possible outcomes.

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Combinatorial Functions

Combinatorial Functions. Recursion for problem solving. Enumerating Initial segments ( prefixes ). inits [ 1 ,2,3] = [ [] ,[ 1 ],[ 1 ,2],[ 1 ,2,3]] inits [2,3] = [ [], [2], [2,3] ] fun inits [] = [[]] | inits (x::xs) = []:: (map (fn ys => x::ys)

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Probability Theory

Probability Theory. Probability, Experiment, Outcome, Event: Defined. PROBABILITY A value between zero and one, inclusive, describing the relative possibility (chance or likelihood) an event will occur.

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Chapter 4: Basic Probability

Chapter 4: Basic Probability. Chapter Goal: Explain basic probability concepts and definitions Use contingency tables to view a sample space Apply common rules of probability Compute conditional probabilities Determine whether events are statistically independent. Definitions:.

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Presentation and Communication Workshops Shire Pharmaceuticals Fall 2009

Presentation and Communication Workshops Shire Pharmaceuticals Fall 2009. Karl T. Ulrich http://opim.wharton.upenn.edu/~ulrich ulrich@wharton.upenn.edu. Full deck (less proprietary info) at: http://karlulrich.pbworks.com/downloads. Structure Presentations as a Pyramid. Introduction.

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Homework Worksheet: Problem 1

Homework Worksheet: Problem 1. 1 sd. 1 sd. .68. 30. 32. 28. Homework Worksheet: Problem 2. 2 sd. 2 sd. .95. 32. 28. 34. 26. 30. Homework Worksheet: Problem 3. 3 sd. 3 sd. .997. 24. 36. 32. 28. 34. 26. 30. Homework Worksheet: Problem 4. .50. 24. 36. 32. 28. 34.

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