HONORS STATISTICS. Mrs. Garrett Block 2 & 3


 Amelia Marsh
 3 years ago
 Views:
Transcription
1 HONORS STATISTICS Mrs. Garrett Block 2 & 3 Tuesday December 4,
2 Daily Agenda 1. Welcome to class 2. Please find folder and take your seat. 3. Review OTL C7#1 4. Notes and practice 7.2 day 1 5. Folders and gradesheets 6. Collect Folders 2
3 3
4 OTL C7#1 DUE ON Tuesday December 4th Pg 470: 7.4 and 7.5 (remember class discussion) Pg : 7.12, 7.13, 7.14 make histogram Pg 480: 7.20 ASKIP 7.14 start READING NOTES C72 pages
5 5
6 6
7 7
8 Review Example: Find the mean and standard deviation of the following data set
9 7.2 Means of Random Variables The MEAN of a discrete random variable is called the EXPECTED VALUE It is the balance point of the probability distribution. It is NON RESISTANT. WHAT DOES EXPECTED VALUE MEAN??? my answer will be "yes" 9
10 7.2 Variances of Random Variables 10
11 Class examples page , 7.26, X = the grade point average of students in a particular class X P(X) draw the histogram of the probability distribution below probability Grade point average Find the expected value Find the variance and standard deviation 11
12 7.26 page 486: The Tri State Pick 3 lottery game offers a choice of several bets. You choose a 3 digit number. The lottery commission announces the winning three digit number, chosen randomly at the end of each day. The "box" pays $83.33 if the number you choose has the same digits as the winning number, in any order. Find the expected payoff for a $1 bet on the box. (Assume a number with three different digits is chosen) let X = expected payoff on a $1 bet (not your total take!) X P(X) 12
13 Basically the more data you find or the larger your survey is... the closer your sample results will be to the true value of the mean. 13
14 Chapter 7 Section 2 Introduction to means and variance rules 14
15 OTL C7#2 DUE ON WEDNESDAY DECEMBER 5 Pg 486: 7.25, 7.27, 7.29 Pg 491: 7.32 ASKIP 7.25 show your arithmetic Finish READING NOTES C72 pages Continue READING NOTES C72 pages
16 Owned and rented housing How do rented housing units differ from units occupied by their owners? (7.4, and 7.5) Find the mean number of rooms for both distributions. μx (owned) = 1(0.003) + 2(0.002) + 3(0.023) + 4(0.104) + 5(0.210) + 6(0.224) + 7(0.197) + 8(0.149) + 9(0.053) + 10(0.035) = Remember the distribution histogram? The histogram appears to be centered around 6 rooms too μx (rented) = 1(0.008) + 2(0.027) + 3(0.287) + 4(0.363) + 5(0.164) + 6(0.093) + 7(0.039) + 8(0.013) + 9(0.003) + 10(0.003) = Remember the distribution histogram? The histogram appears to be centered around 4 rooms too. The means reflect the centers of the histograms > owned homes have on average more rooms than rented units. And more swimming pools too. 16
17 7.27 KENO a) Find the probability distribution of the payoff X of the game. b) Find the probability distribution of the payoff X of the game. μx = 0(0.75) + 3(0.25) = 0.75 c) In the long run, how much does the casino keep from each dollar bet? The casino keeps 25 cents from each dollar bet (in the long run) This means on average you lose 25 cents of each dollar that you bet... 17
18 7.29 Households and Families Find the mean and standard deviation of both household size and family size. Combine these with your description from Exercise 7.12 & 7.13 to give a comparison of the two distributions. μx (household) = 1(0.25) + 2(0.32) + 3(0.17) + 4(0.15) + 5(0.07) + 6(0.03) + 7(0.01) = 2.6 people per household on average. μx (family) = 1( (0.42) + 3(0.23) + 4(0.21) + 5(0.09) + 6(0.03) + 7(0.02) = 3.14 people per household on average. Family Household probability probability Both distributions are skewed to the right. Families tend to have more people per unit. They have a larger expected value also < 3.14 Number of people in a household or family σx 2 (household) = (12.6) 2 (0.25) + (22.6) 2 (0.32) + (32.6) 2 (0.17) + (42.6) 2 (0.15) + (52.6) 2 (0.07) + (62.6) 2 (0.03) + (72.6) 2 (0.01) = σx(household) = 2.02 = people per unit σx 2 (family) = (13.14) 2 (0.0) + (23.14) 2 (0.42) + (33.14) 2 (0.23) + (43.14) 2 (0.21) + (53.14) 2 (0.09) + (63.14) 2 (0.03) + (73.14) 2 (0.02) = 1.56 σx(family) = 1.56 = people per unit Family units appear to be less variable than household units. This is apparent in the histograms of the distributions. 18
19 7.32 Is red hot? a) A gambler knows that red and black are equally likely to occur on each spin of a roulette wheel. He observes five consecutive reds and bets heavily on red at the next spin. Asked why, he says that "red is hot" and that the run of reds is likely to continue. Explain to the gambler what is wrong with this reasoning. The wheel is not affected by what has occurred on the last spin. It has no memory, outcomes are independent. Reds and blacks will continue to be equally likely on each remaining spin. b) After hearing you explain why red and black remain equally probable after five reds on the roulette wheel, the gambler moves to a poker game. He is dealt five straight red cards. He remembers what you said and assumes that the next card dealt in the same hand is equally likely to be red or black. Is the gamble right or wrong? Why? He is WRONG. Unlike the wheel, cards are affected by each card that is dealt. Removing a card changes the number of each color that is left in the deck. If five red cards are dealt then there are less red cards remaining in the deck and the probability of a red will decrease. 19
Chapter 5 Section 2 day 1 2014f.notebook. November 17, 2014. Honors Statistics
Chapter 5 Section 2 day 1 2014f.notebook November 17, 2014 Honors Statistics Monday November 17, 2014 1 1. Welcome to class Daily Agenda 2. Please find folder and take your seat. 3. Review Homework C5#3
More informationMA 1125 Lecture 14  Expected Values. Friday, February 28, 2014. Objectives: Introduce expected values.
MA 5 Lecture 4  Expected Values Friday, February 2, 24. Objectives: Introduce expected values.. Means, Variances, and Standard Deviations of Probability Distributions Two classes ago, we computed the
More informationElementary Statistics and Inference. Elementary Statistics and Inference. 16 The Law of Averages (cont.) 22S:025 or 7P:025.
Elementary Statistics and Inference 22S:025 or 7P:025 Lecture 20 1 Elementary Statistics and Inference 22S:025 or 7P:025 Chapter 16 (cont.) 2 D. Making a Box Model Key Questions regarding box What numbers
More information$2 4 40 + ( $1) = 40
THE EXPECTED VALUE FOR THE SUM OF THE DRAWS In the game of Keno there are 80 balls, numbered 1 through 80. On each play, the casino chooses 20 balls at random without replacement. Suppose you bet on the
More informationAMS 5 CHANCE VARIABILITY
AMS 5 CHANCE VARIABILITY The Law of Averages When tossing a fair coin the chances of tails and heads are the same: 50% and 50%. So if the coin is tossed a large number of times, the number of heads and
More informationYou can place bets on the Roulette table until the dealer announces, No more bets.
Roulette Roulette is one of the oldest and most famous casino games. Every Roulette table has its own set of distinctive chips that can only be used at that particular table. These chips are purchased
More information(SEE IF YOU KNOW THE TRUTH ABOUT GAMBLING)
(SEE IF YOU KNOW THE TRUTH ABOUT GAMBLING) Casinos loosen the slot machines at the entrance to attract players. FACT: This is an urban myth. All modern slot machines are stateoftheart and controlled
More informationWeek 5: Expected value and Betting systems
Week 5: Expected value and Betting systems Random variable A random variable represents a measurement in a random experiment. We usually denote random variable with capital letter X, Y,. If S is the sample
More informationIntroduction to Discrete Probability. Terminology. Probability definition. 22c:19, section 6.x Hantao Zhang
Introduction to Discrete Probability 22c:19, section 6.x Hantao Zhang 1 Terminology Experiment A repeatable procedure that yields one of a given set of outcomes Rolling a die, for example Sample space
More informationElementary Statistics and Inference. Elementary Statistics and Inference. 17 Expected Value and Standard Error. 22S:025 or 7P:025.
Elementary Statistics and Inference S:05 or 7P:05 Lecture Elementary Statistics and Inference S:05 or 7P:05 Chapter 7 A. The Expected Value In a chance process (probability experiment) the outcomes of
More informationSection 6.1 Discrete Random variables Probability Distribution
Section 6.1 Discrete Random variables Probability Distribution Definitions a) Random variable is a variable whose values are determined by chance. b) Discrete Probability distribution consists of the values
More informationSTRIKE FORCE ROULETTE
STRIKE FORCE ROULETTE Cycles, cycles, cycles... You cannot get away from them in the game of Roulette. Red, black, red, black... Red, red, red, red. Black, black, black... Red, red, black, black... 1st
More informationX X AP Statistics Solutions to Packet 7 X Random Variables Discrete and Continuous Random Variables Means and Variances of Random Variables
AP Statistics Solutions to Packet 7 Random Variables Discrete and Continuous Random Variables Means and Variances of Random Variables HW #44, 3, 6 8, 3 7 7. THREE CHILDREN A couple plans to have three
More informationExpected Value. 24 February 2014. Expected Value 24 February 2014 1/19
Expected Value 24 February 2014 Expected Value 24 February 2014 1/19 This week we discuss the notion of expected value and how it applies to probability situations, including the various New Mexico Lottery
More informationSolutions: Problems for Chapter 3. Solutions: Problems for Chapter 3
Problem A: You are dealt five cards from a standard deck. Are you more likely to be dealt two pairs or three of a kind? experiment: choose 5 cards at random from a standard deck Ω = {5combinations of
More informationThe New Mexico Lottery
The New Mexico Lottery 26 February 2014 Lotteries 26 February 2014 1/27 Today we will discuss the various New Mexico Lottery games and look at odds of winning and the expected value of playing the various
More informationSlide 1 Math 1520, Lecture 23. This lecture covers mean, median, mode, odds, and expected value.
Slide 1 Math 1520, Lecture 23 This lecture covers mean, median, mode, odds, and expected value. Slide 2 Mean, Median and Mode Mean, Median and mode are 3 concepts used to get a sense of the central tendencies
More informationStatistics and Random Variables. Math 425 Introduction to Probability Lecture 14. Finite valued Random Variables. Expectation defined
Expectation Statistics and Random Variables Math 425 Introduction to Probability Lecture 4 Kenneth Harris kaharri@umich.edu Department of Mathematics University of Michigan February 9, 2009 When a large
More informationWe rst consider the game from the player's point of view: Suppose you have picked a number and placed your bet. The probability of winning is
Roulette: On an American roulette wheel here are 38 compartments where the ball can land. They are numbered 136, and there are two compartments labeled 0 and 00. Half of the compartments numbered 136
More informationBeating Roulette? An analysis with probability and statistics.
The Mathematician s Wastebasket Volume 1, Issue 4 Stephen Devereaux April 28, 2013 Beating Roulette? An analysis with probability and statistics. Every time I watch the film 21, I feel like I ve made the
More informationStatistics 100A Homework 3 Solutions
Chapter Statistics 00A Homework Solutions Ryan Rosario. Two balls are chosen randomly from an urn containing 8 white, black, and orange balls. Suppose that we win $ for each black ball selected and we
More informationKnow it all. Table Gaming Guide
Know it all. Table Gaming Guide Winners wanted. Have fun winning at all of your favorite games: Blackjack, Craps, Mini Baccarat, Roulette and the newest slots. Add in seven mouthwatering dining options
More informationIn the situations that we will encounter, we may generally calculate the probability of an event
What does it mean for something to be random? An event is called random if the process which produces the outcome is sufficiently complicated that we are unable to predict the precise result and are instead
More informationThe overall size of these chance errors is measured by their RMS HALF THE NUMBER OF TOSSES NUMBER OF HEADS MINUS 0 400 800 1200 1600 NUMBER OF TOSSES
INTRODUCTION TO CHANCE VARIABILITY WHAT DOES THE LAW OF AVERAGES SAY? 4 coins were tossed 1600 times each, and the chance error number of heads half the number of tosses was plotted against the number
More informationChapter 5. Discrete Probability Distributions
Chapter 5. Discrete Probability Distributions Chapter Problem: Did Mendel s result from plant hybridization experiments contradicts his theory? 1. Mendel s theory says that when there are two inheritable
More informationIntroduction to the Rebate on Loss Analyzer Contact: JimKilby@usa.net 7024367954
Introduction to the Rebate on Loss Analyzer Contact: JimKilby@usa.net 7024367954 One of the hottest marketing tools used to attract the premium table game customer is the "Rebate on Loss." The rebate
More information13.0 Central Limit Theorem
13.0 Central Limit Theorem Discuss Midterm/Answer Questions Box Models Expected Value and Standard Error Central Limit Theorem 1 13.1 Box Models A Box Model describes a process in terms of making repeated
More informationMaking $200 a Day is Easy!
Making $200 a Day is Easy! Firstly, I'd just like to say thank you for purchasing this information. I do not charge a huge amount for it so I hope that you will find it useful. Please note that if you
More informationHow to Play. Player vs. Dealer
How to Play You receive five cards to make your best fourcard poker hand. A fourcard Straight is a Straight, a fourcard Flush is a Flush, etc. Player vs. Dealer Make equal bets on the Ante and Super
More informationINFO ABOUT YOUR CHANCES
INFO ABOUT YOUR CHANCES BETTING ON CASINO TABLE GAMES? CASINO GAMES OF CHANCE OR SKILL CAN BE ENTERTAINING FOR PEOPLE WHO ENJOY PLACING THEIR BETS ON WHEELS SPUN, CARDS DEALT AND DICE ROLLED. BUT THE CASINO
More informationJohn Kerrich s cointossing Experiment. Law of Averages  pg. 294 Moore s Text
Law of Averages  pg. 294 Moore s Text When tossing a fair coin the chances of tails and heads are the same: 50% and 50%. So, if the coin is tossed a large number of times, the number of heads and the
More informationCONTENT LAND BASED GAMES
CONTENT LAND BASED GAMES Live Keno 4 Street Racer 6 Darts Bet 8 Western Keno 10 Kings Jewels 12 Circus Fortune 14 Sports Betting 16 Keno Bet 18 Racing Bet 20 Poker Bet (Single Table) 22 Poker Bet + (3
More informationThis Method will show you exactly how you can profit from this specific online casino and beat them at their own game.
This Method will show you exactly how you can profit from this specific online casino and beat them at their own game. It s NOT complicated, and you DON T need a degree in mathematics or statistics to
More informationECE 316 Probability Theory and Random Processes
ECE 316 Probability Theory and Random Processes Chapter 4 Solutions (Part 2) Xinxin Fan Problems 20. A gambling book recommends the following winning strategy for the game of roulette. It recommends that
More informationLECTURE 3. Probability Computations
LECTURE 3 Probability Computations Pg. 67, #42 is one of the hardest problems in the course. The answer is a simple fraction there should be a simple way to do it. I don t know a simple way I used the
More informationAP Statistics 7!3! 6!
Lesson 64 Introduction to Binomial Distributions Factorials 3!= Definition: n! = n( n 1)( n 2)...(3)(2)(1), n 0 Note: 0! = 1 (by definition) Ex. #1 Evaluate: a) 5! b) 3!(4!) c) 7!3! 6! d) 22! 21! 20!
More informationX: 0 1 2 3 4 5 6 7 8 9 Probability: 0.061 0.154 0.228 0.229 0.173 0.094 0.041 0.015 0.004 0.001
Tuesday, January 17: 6.1 Discrete Random Variables Read 341 344 What is a random variable? Give some examples. What is a probability distribution? What is a discrete random variable? Give some examples.
More informationSection 7C: The Law of Large Numbers
Section 7C: The Law of Large Numbers Example. You flip a coin 00 times. Suppose the coin is fair. How many times would you expect to get heads? tails? One would expect a fair coin to come up heads half
More informationBetting on Excel to enliven the teaching of probability
Betting on Excel to enliven the teaching of probability Stephen R. Clarke School of Mathematical Sciences Swinburne University of Technology Abstract The study of probability has its roots in gambling
More informationMONT 107N Understanding Randomness Solutions For Final Examination May 11, 2010
MONT 07N Understanding Randomness Solutions For Final Examination May, 00 Short Answer (a) (0) How are the EV and SE for the sum of n draws with replacement from a box computed? Solution: The EV is n times
More informationTHE ROULETTE BIAS SYSTEM
1 THE ROULETTE BIAS SYSTEM Please note that all information is provided as is and no guarantees are given whatsoever as to the amount of profit you will make if you use this system. Neither the seller
More informationTerm Project: Roulette
Term Project: Roulette DCY Student January 13, 2006 1. Introduction The roulette is a popular gambling game found in all major casinos. In contrast to many other gambling games such as black jack, poker,
More informationSUBCHAPTER 5. ROULETTE AND BIG SIX WHEELS
SUBCHAPTER 5. ROULETTE AND BIG SIX WHEELS 19:475.1 Roulette: placement of wagers; permissible and optional wagers 19:475.2 Roulette: payout odds 19:475.3 Roulette: rotation of wheel and ball 19:475.4
More informationSolution. Solution. (a) Sum of probabilities = 1 (Verify) (b) (see graph) Chapter 4 (Sections 4.34.4) Homework Solutions. Section 4.
Math 115 N. Psomas Chapter 4 (Sections 4.34.4) Homework s Section 4.3 4.53 Discrete or continuous. In each of the following situations decide if the random variable is discrete or continuous and give
More informationThe Casino Lab STATION 1: CRAPS
The Casino Lab Casinos rely on the laws of probability and expected values of random variables to guarantee them profits on a daily basis. Some individuals will walk away very wealthy, while others will
More informationRules of core casino games in Great Britain
Rules of core casino games in Great Britain June 2011 Contents 1 Introduction 3 2 American Roulette 4 3 Blackjack 5 4 Punto Banco 7 5 Three Card Poker 9 6 Dice/Craps 11 2 1 Introduction 1.1 This document
More informationExample: Find the expected value of the random variable X. X 2 4 6 7 P(X) 0.3 0.2 0.1 0.4
MATH 110 Test Three Outline of Test Material EXPECTED VALUE (8.5) Super easy ones (when the PDF is already given to you as a table and all you need to do is multiply down the columns and add across) Example:
More informationTHE WINNING ROULETTE SYSTEM by http://www.webgoldminer.com/
THE WINNING ROULETTE SYSTEM by http://www.webgoldminer.com/ Is it possible to earn money from online gambling? Are there any 100% sure winning roulette systems? Are there actually people who make a living
More informationStandard 12: The student will explain and evaluate the financial impact and consequences of gambling.
STUDENT MODULE 12.1 GAMBLING PAGE 1 Standard 12: The student will explain and evaluate the financial impact and consequences of gambling. Risky Business Simone, Paula, and Randy meet in the library every
More informationLotto! Online Product Guide
BCLC Lotto! Online Product Guide Resource Manual for Lottery Retailers 29/04/2014 The focus of this document is to provide retailers the tools needed in order to feel knowledgeable when selling and discussing
More informationThursday, November 13: 6.1 Discrete Random Variables
Thursday, November 13: 6.1 Discrete Random Variables Read 347 350 What is a random variable? Give some examples. What is a probability distribution? What is a discrete random variable? Give some examples.
More informationGAMING MANAGEMENT SEMINAR SERIES. Prices of Casino Games. Jason Zhicheng Gao 高 志 成
GAMING MANAGEMENT SEMINAR SERIES Prices of Casino Games Jason Zhicheng Gao 高 志 成 CasinosGamesPlayers Casinos make money by offering games to the players. Games are casinos major products, and players
More informationRoulette. Math 5 Crew. Department of Mathematics Dartmouth College. Roulette p.1/14
Roulette p.1/14 Roulette Math 5 Crew Department of Mathematics Dartmouth College Roulette p.2/14 Roulette: A Game of Chance To analyze Roulette, we make two hypotheses about Roulette s behavior. When we
More informationUltimate Texas Hold'em features headtohead play against the player/dealer and an optional bonus bet.
*Uultimate Texas Hold'em is owned, patented and/or copyrighted by ShuffleMaster Inc. Please submit your agreement with Owner authorizing play of Game in your gambling establishment together with any request
More information36 Odds, Expected Value, and Conditional Probability
36 Odds, Expected Value, and Conditional Probability What s the difference between probabilities and odds? To answer this question, let s consider a game that involves rolling a die. If one gets the face
More information4.19 What s wrong? Solution 4.25 Distribution of blood types. Solution:
4.19 What s wrong? In each of the following scenarios, there is something wrong. Describe what is wrong and give a reason for your answer. a) If two events are disjoint, we can multiply their probabilities
More informationNote: To increase your bet by another amount, select another chip from the bottom right of the game panel.
Roulette Advanced Image not readable or empty Roulette /images/uploads/gamedesc/netentrouletteadvenced2.jpg Advanced Roulette Advanced Game Rules Welcome to Roulette Advanced! Information about the
More informationTHE 101 CASINO BLACKJACK X with BUSTER BLACKJACK BONUS BET v1.2
THE 101 CASINO BLACKJACK X with BUSTER BLACKJACK BONUS BET v1.2 The 101 Casino 1 Type of Game The game of Blackjack X with Buster Blackjack Bonus Bet v1.2 utilizes a playerdealer position and is a California
More informationOnline Gambling. The main forms of online gambling are online wagering and online gaming.
Online Gambling The main forms of online gambling are online wagering and online gaming. Online wagering is comprised of betting on racing (thoroughbred, harness and dog), sports betting (such as the outcome
More informationNational Sun YatSen University CSE Course: Information Theory. Gambling And Entropy
Gambling And Entropy 1 Outline There is a strong relationship between the growth rate of investment in a horse race and the entropy of the horse race. The value of side information is related to the mutual
More informationStatistics. Head First. A BrainFriendly Guide. Dawn Griffiths
A BrainFriendly Guide Head First Statistics Discover easy cures for chart failure Improve your season average with the standard deviation Make statistical concepts stick to your brain Beat the odds at
More informationObject of the Game The object of the game is for each player to form a fivecard hand that ranks higher than the playerdealer s hand.
*Ultimate Texas Hold em is owned, patented and/or copyrighted by Bally Technologies, Inc. Please note that the Bureau is making the details of this game available to the public as required by subdivision
More informationRussell Hunter Publishing Inc
Russell Hunter Street Smart Roulette Video Course Russell Hunter Publishing Inc Street Smart Roulette Video Guide 2015 Russell Hunter and Russell Hunter Publishing. All Rights Reserved All rights reserved.
More informationFACT A computer CANNOT pick numbers completely at random!
1 THE ROULETTE BIAS SYSTEM Please note that all information is provided as is and no guarantees are given whatsoever as to the amount of profit you will make if you use this system. Neither the seller
More informationPROBABILITY C A S I N O L A B
A P S T A T S A Fabulous PROBABILITY C A S I N O L A B AP Statistics Casino Lab 1 AP STATISTICS CASINO LAB: INSTRUCTIONS The purpose of this lab is to allow you to explore the rules of probability in the
More informationWe { can see that if U = 2, 3, 7, 11, or 12 then the round is decided on the first cast, U = V, and W if U = 7, 11 X = L if U = 2, 3, 12.
How to Play Craps: Craps is a dice game that is played at most casinos. We will describe here the most common rules of the game with the intention of understanding the game well enough to analyze the probability
More informationTHE CHAOS THEORY ROULETTE SYSTEM
THE CHAOS THEORY ROULETTE SYSTEM Please note that all information is provided as is and no guarantees are given whatsoever as to the amount of profit you will make if you use this system. Neither the seller
More informationThe Math. P (x) = 5! = 1 2 3 4 5 = 120.
The Math Suppose there are n experiments, and the probability that someone gets the right answer on any given experiment is p. So in the first example above, n = 5 and p = 0.2. Let X be the number of correct
More informationPractical Probability:
Practical Probability: Casino Odds and Sucker Bets Tom Davis tomrdavis@earthlink.net April 2, 2011 Abstract Gambling casinos are there to make money, so in almost every instance, the games you can bet
More informationGambling participation: activities and mode of access
Gambling participation: activities and mode of access January 2014 1 Key findings 1.1 The following findings are based on a set of questions commissioned by the Gambling Commission in omnibus surveys conducted
More informationSolution (Done in class)
MATH 115 CHAPTER 4 HOMEWORK Sections 4.14.2 N. PSOMAS 4.6 Winning at craps. The game of craps starts with a comeout roll where the shooter rolls a pair of dice. If the total is 7 or 11, the shooter wins
More informationKENO TRAINING MANUAL
KENO TRAINING MANUAL 1 Contents I. How to play Keno Pg 3 1. Keno Menu Pg 3 2. Keno Kwikfacts Pg 3 3. Keno Pg 4 4. Kwikpicks Pg 8 5. Jackpots Pg 10 6. Keno Bonus Pg 10 7. Lucky Last Pg 10 8. Heads or Tails
More information1. Shuffling Machine: Cards used to play Casino War shall be dealt from an automatic card shuffling device ( shuffler ).
*Casino War is owned, patented and/or copyrighted by SHFL Entertainment, Inc. Please submit your agreement with Owner authorizing play of Game in your gambling establishment together with any request for
More informationFOUR CARD POKER EXPERIENCEEVERYTHING. 24/7 ACTION SilverReefCasino.com (866) 3830777
FOUR CARD POKER Four Card Poker is a game that rewards skill, patience and nerve. It is similar to Three Card poker but with one major difference. In Three Card Poker, the play wager must equal the ante;
More informationExpected Value and the Game of Craps
Expected Value and the Game of Craps Blake Thornton Craps is a gambling game found in most casinos based on rolling two six sided dice. Most players who walk into a casino and try to play craps for the
More informationLotto Master Formula (v1.3) The Formula Used By Lottery Winners
Lotto Master Formula (v.) The Formula Used By Lottery Winners I. Introduction This book is designed to provide you with all of the knowledge that you will need to be a consistent winner in your local lottery
More informationProbability: The Study of Randomness Randomness and Probability Models. IPS Chapters 4 Sections 4.1 4.2
Probability: The Study of Randomness Randomness and Probability Models IPS Chapters 4 Sections 4.1 4.2 Chapter 4 Overview Key Concepts Random Experiment/Process Sample Space Events Probability Models Probability
More informationThe Best Online Roulette Games
Martin J. Silverthorne The Best Online Roulette Games SILVERTHORNE PUBLICATIONS COPYRIGHT Inc. ALL RIGHTS RESERVED. Without limiting the rights under the copyright reserved above, no part of this publication
More informationTABLE OF CONTENTS. ROULETTE FREE System #1  2 ROULETTE FREE System #2  4  5
IMPORTANT: This document contains 100% FREE gambling systems designed specifically for ROULETTE, and any casino game that involves even money bets such as BLACKJACK, CRAPS & POKER. Please note although
More informationVISUAL GUIDE to. RX Scripting. for Roulette Xtreme  System Designer 2.0
VISUAL GUIDE to RX Scripting for Roulette Xtreme  System Designer 2.0 UX Software  2009 TABLE OF CONTENTS INTRODUCTION... ii What is this book about?... iii How to use this book... iii Time to start...
More informationPLACE BETS (E) win each time a number is thrown and lose if the dice ODDS AND LAYS HARDWAYS (F) BUY & LAY BETS (G&H)
craps PASS LINE BET (A) must be rolled again before a 7 to win. If the Point is and the shooter continues to throw the dice until a Point is established and a 7 is rolled before the Point. DON T PASS LINE
More informationDiscrete Random Variables; Expectation Spring 2014 Jeremy Orloff and Jonathan Bloom
Discrete Random Variables; Expectation 18.05 Spring 2014 Jeremy Orloff and Jonathan Bloom This image is in the public domain. http://www.mathsisfun.com/data/quincunx.html http://www.youtube.com/watch?v=9xubhhm4vbm
More informationWould You Like To Earn $1000 s With The Click Of A Button?
Would You Like To Earn $1000 s With The Click Of A Button? (Follow these easy step by step instructions and you will) This Version of the ebook is for all countries other than the USA. If you need the
More informationMrMajik s Money Management Strategy Copyright MrMajik.com 2003 All rights reserved.
You are about to learn the very best method there is to beat an evenmoney bet ever devised. This works on almost any game that pays you an equal amount of your wager every time you win. Casino games are
More informationModels for Discrete Variables
Probability Models for Discrete Variables Our study of probability begins much as any data analysis does: What is the distribution of the data? Histograms, boxplots, percentiles, means, standard deviations
More informationThe Easy Roulette System
The Easy Roulette System Please note that all information is provided as is and no guarantees are given whatsoever as to the amount of profit you will make if you use this system. Neither the seller of
More informationwww.problemgambling.sa.gov.au THE POKIES: BEFORE YOU PRESS THE BUTTON, KNOW THE FACTS.
www.problemgambling.sa.gov.au THE POKIES: BEFORE YOU PRESS THE BUTTON, KNOW THE FACTS. IMPORTANT INFORMATION FOR ANYONE WHO PLAYS THE POKIES The pokies are simply a form of entertainment. However, sometimes
More informationAutomatic Bet Tracker!
Russell Hunter Street Smart Roulette Automatic Bet Tracker! Russell Hunter Publishing, Inc. Street Smart Roulette Automatic Bet Tracker 2015 Russell Hunter and Russell Hunter Publishing, Inc. All Rights
More informationSocial Gaming & Gambling: Threat or opportunity?
Social Gaming & Gambling: Threat or opportunity? Context, perspectives and research Heather Wardle, Jonathan Parke, Jayne Rigby, Adrian Parke Contents Real and virtual worlds does it matter? Context and
More informationProbability and Expected Value
Probability and Expected Value This handout provides an introduction to probability and expected value. Some of you may already be familiar with some of these topics. Probability and expected value are
More informationIntroduction to the Practice of Statistics Fifth Edition Moore, McCabe Section 4.4 Homework
Introduction to the Practice of Statistics Fifth Edition Moore, McCabe Section 4.4 Homework 4.65 You buy a hot stock for $1000. The stock either gains 30% or loses 25% each day, each with probability.
More informationWHAT ARE THE ODDS? The Wizard of Odds Analyzes the New Casino Games
The Wizard of Odds Analyzes the New Casino Games BY MICHAEL SHACKLEFORD The insurance business has always been a gamble but actuaries haven t exactly been considered high rollers at the gaming table. Until
More informationCASINO GAMING AMENDMENT RULE (No. 1) 2002
Queensland Subordinate Legislation 2002 No. 100 Casino Control Act 1982 CASINO GAMING AMENDMENT RULE (No. 1) 2002 TABLE OF PROVISIONS Section Page 1 Short title....................................................
More informationStandard 12: The student will explain and evaluate the financial impact and consequences of gambling.
TEACHER GUIDE 12.1 GAMBLING PAGE 1 Standard 12: The student will explain and evaluate the financial impact and consequences of gambling. Risky Business Priority Academic Student Skills Personal Financial
More informationUnit 19: Probability Models
Unit 19: Probability Models Summary of Video Probability is the language of uncertainty. Using statistics, we can better predict the outcomes of random phenomena over the long term from the very complex,
More informationChapter 17: Thinking About Chance
Chapter 17: Thinking About Chance Thought Question Flip a coin 20 times and record the results of each flip (H or T). Do we know what will come up before we flip the coin? If we flip a coin many, many
More informationGambling participation: activities and mode of access
Gambling participation: activities and mode of access July 2013 1 Key findings 1.1 The following findings are based on a set of questions commissioned by the Gambling Commission in omnibus surveys conducted
More informationRoulette Best Winning System!!!
Roulette Best Winning System!!! 99.7% winning system  100% risk free Guaranteed The roulette system detailed here is a well known winning system. Many people have made money out of this system, including
More informationcachecreek.com 14455 Highway 16 Brooks, CA 95606 88877CACHE
Baccarat was made famous in the United States when a tuxedoed Agent 007 played at the same tables with his arch rivals in many James Bond films. You don t have to wear a tux or worry about spies when playing
More informationNAPCS Product List for NAICS 7132: Gambling Industries
NAPCS List for NAICS 7132: Gambling Industries 7132 1 Gambling services Providing games of chance and making/taking wagers on such games, including the outcome of sporting events or on other future events
More information