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Permutations and Combinations

Permutations and Combinations

Permutations and Combinations. Lesson 8 HAND OUT REFERENCE SHEET AND GO OVER IT. Permutations vs. Combinations. Both are ways to count the possibilities The difference between them is whether order matters or not Consider a poker hand: A ?, 5?, 7?, 10?, K? Is that the same hand as:

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484 views • 28 slides
Permutations and Combinations

Permutations and Combinations

Permutations and Combinations. CS/APMA 202 Rosen section 4.3 Aaron Bloomfield. Permutations vs. Combinations. Both are ways to count the possibilities The difference between them is whether order matters or not Consider a poker hand: A ?, 5?, 7?, 10?, K? Is that the same hand as:

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1.22k views • 26 slides
Permutations & Combinations

Permutations & Combinations

Chapter 13 sec. 3. Permutations & Combinations. Permutations. Def. Is an ordering of distinct objects in a straight line. If we select r different objects from a set of n objects and arrange them in a straight line, this is called permutation of n objects taken r at a time.

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414 views • 21 slides
Chapter 5 Section 5

Chapter 5 Section 5

Chapter 5 Section 5. Permutations and Combinations. Basic Idea. 1. Counting problems in which the only restriction is that there are no repetitions allowed (with the exception of tossing a coin) .

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294 views • 21 slides
Chapter 8 Counting Principles: Further Probability Topics

Chapter 8 Counting Principles: Further Probability Topics

Chapter 8 Counting Principles: Further Probability Topics. Section 8.2 Combinations. Which Counting Technique?. If the problem involves more than one category or repetition, use the multiplication principle of counting and multiply the number of choices for each category.

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293 views • 14 slides
Counting and Gambling Section 4 Objectives:

Counting and Gambling Section 4 Objectives:

Counting and Gambling Section 4 Objectives:. Understand how to use the fundamental counting principle to analyze counting problems that occur in gambling. Use the theory of permutations and combinations to compute the probability of drawing various card hands.

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232 views • 8 slides

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