'Permutation' presentation slideshows

State Space Search

1.18k views • 109 slides

Probability

Probability. Foldable #1 Do a hotdog bun fold and make 10 cuts . Vocabulary Words. C ombination - a grouping of items in which order does not matter. There are generally fewer ways to select items when order does not matter.

905 views • 75 slides

Section 2.9: Power Indices

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Permutations, Combinations, and Counting Theory

Permutations, Combinations, and Counting Theory. AII.12 The student will compute and distinguish between permutations and combinations and use technology for applications. . Fundamental Counting Principle.

531 views • 35 slides

Expected Value Reprise

Expected Value Reprise. CP Canoe Club Duck Derby Maximum of 2 000 tickets sold $5/ticket Prizes 1) 12 VIP tickets to Cirque du Soleil ($2,000) 2) 32gb BlackBerry Playbook ($600) 3) $250 Should Mr. Lieff buy a ticket?. Expected Value Calculation. For 2 000 tickets

496 views • 34 slides

Probability

Probability . 2013-12-10. A fair six-sided die is rolled. What is the probability that the result is even?. A goblet contains 10 red marbles, 4 green marbles, and 6 blue marbles. If a marble is randomly chosen, what is the probability that it is red?.

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385 views • 30 slides

IME350 Engineering Data Analysis

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3.4B-Permutations

455 views • 26 slides

Counting

Counting. Product Rule. Example. Sum Rule. Pigeonhole principle. If there are more pigeons than pigeonholes, then there must be at least one pigeonhole with at least two pigeons in it

334 views • 22 slides

The Fundamental Counting Principle & Permutations

The Fundamental Counting Principle & Permutations. The Fundamental Counting Principle & Permutations Essential Question. How is the counting principle applied to determine outcomes?. The Fundamental Counting Principle.

461 views • 19 slides

ABS No ABS Accident 3 12

Transform this table into a probability table first. ABS No ABS Accident 3 12 No Accid 40 45. ABS. No ABS. Accident. Accident. 3. 12. 12. 15. 15. No Accident. 40. 45. 85. 85. 43. 43. 57. 100. 57. 100.

531 views • 18 slides

n Factorial & Permutations

345 views • 17 slides

Data Encryption Standard (DES)

730 views • 15 slides

SECTION 5.2 Simple Arrangements and Selections

SECTION 5.2 Simple Arrangements and Selections. Aaron Desrochers and Ben Epstein. Vocabulary. Permutation : an arrangement or ordering of n distinct objects. R -Permutation : an arrangement using r of n objects. P ( n , r ) denotes the r -permutation on n objects.

303 views • 13 slides

Metaheuristics

Metaheuristics. The idea: search the solution space directly. No math models, only a set of algorithmic steps, iterative method. Find a feasible solution and improve it. A greedy solution may be a good starting point. Goal: Find a near optimal solution in a given bounded time.

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2. How many ways can a baseball manager arrange a batting order of 9 players?

2. How many ways can a baseball manager arrange a batting order of 9 players?. Possibilities for 1 st batter =. 9. Possibilities for 2 nd batter =. 8. Possibilities for 3 rd batter =. 7. 9*8*7*6*5*4*3*2*1 = 9! = 362,880.

701 views • 11 slides

Eight queens puzzle

Eight queens puzzle. Eight queens puzzle.

249 views • 8 slides

Probability Review

222 views • 8 slides

Permutation

Permutation. God Alone.com Advocating the worship of God Alone. What are Permutations?. Permutation is the rearranging in a orderly fashion objects or values. Mathematically it defines an operation which arranges a number of objects i.e. digits in a specific order. For Example.

447 views • 5 slides