'Combination formula' presentation slideshows

CHAPTER 4: Counting techniques

Mr. Mark Anthony Garcia, M.S. Mathematics Department De La Salle University. CHAPTER 4: Counting techniques. Experiment: Definition. An experiment is a process that generates a set of data. Example 1: Experiment. Tossing of a coin Tossing of a coin twice Rolling a pair of dice

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CHAPTER 4: Counting techniques

Mr. Mark Anthony Garcia, M.S. Mathematics Department De La Salle University. CHAPTER 4: Counting techniques. Experiment: Definition. An experiment is a process that generates a set of data. Example 1: Experiment. Tossing of a coin Tossing of a coin twice Rolling a pair of dice

442 views • 43 slides

MATH104 Ch. 11: Probability Theory

MATH104 Ch. 11: Probability Theory. Permutation Examples. 1. If there are 4 people in the math club ( A nne, B ob, C indy, D ave), and we wish to elect a president and vice-president, LIST all of the different ways that this is possible.

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Transparency 5

Transparency 5. Click the mouse button or press the Space Bar to display the answers. Splash Screen. Example 5-4b. Objective. Find the number of combinations of a set of objects. Example 5-4b. Vocabulary. Combination. An arrangement, or listing, of objects in which order is not important.

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Part 1 Module 5 Factorials, Permutations, and Combinations

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Methods of Counting

Methods of Counting. By Dr. Carol A. Marinas. Fundamental Counting Principle. Event M can occur in m ways Event N can occur in n ways The event M followed by N is m*n ways. If Event M is flipping a coin, there are 2 outcomes. If Event N is rolling a die, there are 6 outcomes.

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15.3 Permutations and Combinations

15.3 Permutations and Combinations. OBJ: ? To solve problems involving permutations and combinations. Permutation (Order Important) Arrangement Picture.

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EXAMPLE 2

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Combinations

Combinations. Section 12.6. Combinations. ORDER IS NOT IMPORTANT Picking members for football tournament Picking members for debate team. Combination Formula. Permutation Formula n P r : n! / (n-r )! Combination Formula: n P r : /r! n ! /r! (n-r)!

204 views • 6 slides