NAP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Cairns State High School
|
|
- Madeline Hicks
- 5 years ago
- Views:
Transcription
1 NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. airns State High School 1
2 NP Mate Please note: any activity that is not completed during class time may be set for homework or Q1 undertaken at a later date. M Phi Rotation Lesson ctivity escription: NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. This lesson contains three Multiple hoice units comprised of questions testing the Phi ommon urriculum Elements. The first unit asks students questions based on the diagrams and table provided. In the second unit, students have to interpret the table in order to answer the questions about water levels in Minnesotan lakes. The third unit requires students to work with probability. They are provided with the formula for the probability of a certain outcome and must use this, as well as other information, to answer the questions. Purpose of ctivity: This lesson allows students the opportunity to practise the Phi skills required in the multiple choice section of the QS. Es: alculating with or without calculators (Ф16) Estimating numerical magnitude (Ф17) Substituting in formulae (Ф19) pplying a progression of steps to achieve the required answer (Ф37) Suggested Time llocation: This rotation lesson is designed to take one hour to complete approximately 20 minutes per unit. Teaching Notes: Students may need calculators to complete this lesson. fter students have completed each section, go through the answers thoroughly with them to ensure they understand how to reach the correct answer. Encourage students to volunteer their own answers, and if possible, start a group discussion about different answers. M. Harland - airns State High School - Resource: th Jan
3 NP Mate Items 1-4 NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. The head official at the Weather Forecast ouncil (WF) believes a method has been devised that will eliminate any discrepancies in forecasting the weather a week in advance. In order to find out whether it will be sunny, cloudy or raining in exactly one week s time, the weather of the previous three days must be taken into consideration. That is, yesterday, the day before yesterday, and two days before yesterday. This is best demonstrated by the three diagrams below. Y 2 Y 1 loudy Y 3 Y 4 Next week = loudy = loudy = = loudy = = = = = loudy loudy = loudy loudy = = = Y 3 Y 4 Next week = loudy Y 2 loudy = = = loudy = Y 1 loudy Y 3 Y 2 Y 1 loudy loudy Y 4 Next week = loudy = = = loudy loudy = = loudy = loudy loudy = = loudy M. Harland - airns State High School - Resource: th Jan
4 NP Mate Item 1 If it was raining on Monday and Tuesday and sunny on Wednesday, what will the weather be like next Thursday? Overcast loudy NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. Item 2 If it was cloudy three days ago, what is the probability that it will be cloudy in one week s time? 22.22% 33.33% 44.44% 55.55% Item 3 Evie only likes going surfing when it is sunny. Evie knows it has been raining for the past two days, but can t remember what the weather was like three days ago. What is the probability that she will be able to go surfing in a week? 33.33% 44.44% 66.66% 73.33% The information in the table below refers to Item 4. This week s weather Monday Tuesday Wednesday Thursday Friday Saturday Sunday loudy loudy Item 4 What will the weather be like next Friday? loudy Not predictable M. Harland - airns State High School - Resource: th Jan
5 NP Mate Item 1 If it was raining on Monday and Tuesday and sunny on Wednesday, what will the weather be like next Thursday? Overcast loudy NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. Item 2 If it was cloudy three days ago, what is the probability that it will be cloudy in one week s time? 22.22% 33.33% 44.44% 55.55% Item 3 Evie only likes going surfing when it is sunny. Evie knows it has been raining for the past two days, but can t remember what the weather was like three days ago. What is the probability that she will be able to go surfing in a week? 33.33% 44.44% 66.66% 73.33% The information in the table below refers to Item 4. This week s weather Monday Tuesday Wednesday Thursday Friday Saturday Sunday loudy loudy Item 4 What will the weather be like next Friday? loudy Not predictable M. Harland - airns State High School - Resource: th Jan
6 NP Mate Marking Scheme Unit One: Multiple hoice In order to successfully complete this unit, students were required to use the formula, diagrams and table provided and choose the most correct answer. NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. Es Present in Unit: 16 alculating with or without calculators 17 Estimating numerical magnitude 19 Substituting in formulae 37 pplying a progression of steps to achieve the required answer Item 1. Students simply had to use the diagrams provided to answer this question. Students should have used the diagram beginning with raining and then followed it through (raining, then sunny) to find that this combination of days produces a cloudy day in a week s time. Item 2. Students should have used the cloudy diagram to figure out the probability of a cloudy day in a week s time if it was cloudy three days ago. Two of the end results were cloudy, which is 2/9, or 22.22%. Item 3. Students should have used all three diagrams to determine the probability of a sunny day in one week s time if the past two days had been raining. This was a 2/3 chance, which equals 66.66%. Item 4. Students should have started by looking at Friday and the three days preceding it. Then they should have used the diagrams to work out that if it had been cloudy, rainy, rainy over the past three days, it would be raining next Friday. M. Harland - airns State High School - Resource: th Jan
7 NP Mate Items 5-8 The water levels of lakes in Minnesota are measured weekly. Figure 1 displays statistics on the water levels of these lakes at the start of the second week of March 2011 (08/03/2011), including any change in water volume that occurred since the previous measurement (01/03/2011). NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. Lakes Winnibigoshish ay emidji Lake of the Woods Water height when full* (m) urrent water height (m) Water volume when full (ML) urrent water volume (ML) urrent water volume** (%) Volume change***(%) Note: * Height above max depth when full ** urrent water volume as a percentage of water volume when full *** Volume change as a percentage of water volume when full m = metres ML = megalitres Item 5 What percentage of the full water volume of the Lake of the Woods is the equivalent of 7.85% of the full volume of Winnibigoshish? 6.68% 5.65% 7.66% 6.52% Item 6 On the 1st of March 2011, the volume of Lake emidji was approximately equal to ML ML ML ML. M. Harland - airns State High School - Resource: th Jan
8 NP Mate Item 7 The combined water of all four lakes on the 8th of March 2011, as a percentage of the combined max volume of all four lakes, is closest to 80%. 83%. 82%. 79%. NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. Item 8 The overall change in volume of the four lakes combined since the 1st of March 2011, as a percentage of the combined max volume of all four lakes, is closest to -0.07% %. 0.09%. 0.08%. M. Harland - airns State High School - Resource: th Jan
9 NP Mate Items 5-8 The water levels of lakes in Minnesota are measured weekly. Figure 1 displays statistics on the water levels of these lakes at the start of the second week of March 2011 (08/03/2011), including any change in water volume that occurred since the previous measurement (01/03/2011). NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. Lakes Winnibigoshish ay emidji Lake of the Woods Water height when full* (m) urrent water height (m) Water volume when full (ML) urrent water volume (ML) urrent water volume** (%) Volume change***(%) Note: * Height above max depth when full ** urrent water volume as a percentage of water volume when full *** Volume change as a percentage of water volume when full m = metres ML = megalitres Item 5 What percentage of the full water volume of the Lake of the Woods is the equivalent of 7.85% the full volume of Winnibigoshish? 6.68% 5.65% 7.66% 6.52% Item 6 On the 1st of March 2011, the volume of Lake emidji was approximately equal to ML ML ML ML. M. Harland - airns State High School - Resource: th Jan
10 NP Mate Item 7 The combined water of all four lakes on the 8th of March 2011, as a percentage of the combined max volume of all four lakes, is closest to 80%. 83%. 82%. 79%. NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. Item 8 The overall change in volume of the four lakes combined since the 1st of March 2011, as a percentage of the combined max volume of all four lakes, is closest to -0.07% %. 0.09%. 0.08%. M. Harland - airns State High School - Resource: th Jan
11 NP Mate Marking Scheme Unit Two: Multiple hoice In order to successfully complete this unit, students were required to use the formula, diagrams and table provided and choose the most correct answer. Es Present in Unit: 16 alculating with or without calculators 37 pplying a progression of steps to achieve the required answer NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. Item 5. Students simply had to calculate what volume of water 7.85% of the max volume of the Lake Winnibigoshish was and determine what percentage of the max volume of Lake of the Woods this volume equated to x 498,630 = / 600,110 = x 100 = 6.52% Item 6. Students should have calculated the increase in the volume of water contained in Lake emidji since the 1st of March and subtracted it from the volume reading taken on the 8th of March x 324,170 = ML 276, = ML = 269,000 ML Item 7. Students should have added the measurements of volume on the 8th together and then added the measurements of the max volumes of each of the four lakes together, and used these two values to determine what percentage the volume of the four lakes was with respect to their total volume , = = ( / ) x 100 = 82.64% M. Harland - airns State High School - Resource: th Jan
12 NP Mate Marking Scheme Unit Two: Multiple hoice Item 8. Students should have calculated the total change in volume by converting from percentage form, and then found this as a percentage of the total combined max volume of the four lakes x = x = x = NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved x = ( ) = Max volume of combined lakes = ( / ) x 100= % M. Harland - airns State High School - Resource: th Jan
13 NP Mate Items 9-11 This unit deals with probability using a deck of cards. The probability of a particular outcome is equal to number of favourable outcomes number of possible outcomes NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. There are 52 cards in a deck. These cards are divided between four different suits: hearts, diamonds, spades and clubs. Hearts and diamonds are red and spades and clubs are black. Each suit contains 13 cards: nine numbered cards (2 through 10) and four picture cards (the jack, the queen, the king and the ace, which represents the number 1). Item 9 The probability that the first card drawn from the deck is a heart or an 8 is closest to 31% 33% 32% 30% t the beginning of a round of poker (five card draw variant) all players are dealt five cards. Players can then choose to discard as many cards as they want in return for the same amount of cards. iscarded cards are not shuffled back into the deck. Stan, Win and lex have decided to play a game of poker. M. Harland - airns State High School - Resource: th Jan
14 NP Mate Item 10 t the beginning of the round, all three players have been dealt five cards. One of the players holds a jack of hearts, king of diamonds, queen of diamonds, 3 of diamonds and ace of clubs. The probability that another player holds the ace of diamonds is closest to NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved Item 11 ssume that every player has now been dealt five cards and only Stan holds a spade. Stan s hand contains four spades and a diamond. Stan discards one card and is dealt another one. The probability that the card he is dealt is a spade is closest to M. Harland - airns State High School - Resource: th Jan
15 NP Mate Items 9-11 This unit deals with probability using a deck of cards. The probability of a particular outcome is equal to number of favourable outcomes number of possible outcomes NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. There are 52 cards in a deck. These cards are divided between four different suits: hearts, diamonds, spades and clubs. Hearts and diamonds are red and spades and clubs are black. Each suit contains 13 cards: nine numbered cards (2 through 10) and four picture cards (the jack, the queen, the king and the ace, which represents the number 1). Item 9 The probability that the first card drawn from the deck is a heart or an 8 is closest to 31% 33% 32% 30% t the beginning of a round of poker (five card draw variant) all players are dealt five cards. Players can then choose to discard as many cards as they want in return for the same amount of cards. iscarded cards are not shuffled back into the deck. Stan, Win and lex have decided to play a game of poker. M. Harland - airns State High School - Resource: th Jan
16 NP Mate Item 10 t the beginning of the round, all three players have been dealt five cards. One of the players holds a jack of hearts, king of diamonds, queen of diamonds, 3 of diamonds and ace of clubs. The probability that another player holds the ace of diamonds is closest to NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved Item 11 ssume that every player has now been dealt five cards and only Stan holds a spade. Stan s hand contains four spades and a diamond. Stan discards one card and is dealt another one. The probability that the card he is dealt is a spade is closest to M. Harland - airns State High School - Resource: th Jan
17 NP Mate Marking Scheme Unit Three: Multiple hoice In order to successfully complete this unit, students were required to use their probability skills to calculate the most correct answer. NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Mighty Minds Educational Systems Pty Ltd ll rights reserved. Es Present in Unit: 16 alculating with or without calculators 19 Substituting in formulae 37 pplying a progression of steps to achieve the required answer Item 9. Students were required to calculate the probability of drawing a heart or an 8. There are 13 hearts to a deck and four 8s, with one of those 8s being a heart. Therefore, there are 16 favourable outcomes. With 52 cards in a deck, the probability is 16/52 = x 100 = 30.7% = 31% Item 10. Students should have calculated the probability that one of the cards held by the other players was the ace of diamonds. Since 10 cards were held by the other players the chances that one was the ace of diamonds is equal to 10/47 (47 being the number of cards left in the deck after the first player s hand has been dealt). 10/47 = Item 11. Students should have calculated the chances of drawing a spade. There are four spades no longer in the deck, and the deck only contains 37 cards (15 are in the players hands). Therefore, the probability of drawing a spade is equal to 9/37. 9/37 = M. Harland - airns State High School - Resource: th Jan Powered by TPF (
Item Description - MC Phi - Please note: any activity that is not completed during class time may be set for homework or undertaken at a later date.
Item Description - MC Phi - For the Teachers Please note: any activity that is not completed during class time may be set for homework or undertaken at a later date. MC Phi Rotation Lesson Activity Description:
More informationPoker Hands. Christopher Hayes
Poker Hands Christopher Hayes Poker Hands The normal playing card deck of 52 cards is called the French deck. The French deck actually came from Egypt in the 1300 s and was already present in the Middle
More informationActivity 1: Play comparison games involving fractions, decimals and/or integers.
Students will be able to: Lesson Fractions, Decimals, Percents and Integers. Play comparison games involving fractions, decimals and/or integers,. Complete percent increase and decrease problems, and.
More informationBefore giving a formal definition of probability, we explain some terms related to probability.
probability 22 INTRODUCTION In our day-to-day life, we come across statements such as: (i) It may rain today. (ii) Probably Rajesh will top his class. (iii) I doubt she will pass the test. (iv) It is unlikely
More informationDiamond ( ) (Black coloured) (Black coloured) (Red coloured) ILLUSTRATIVE EXAMPLES
CHAPTER 15 PROBABILITY Points to Remember : 1. In the experimental approach to probability, we find the probability of the occurence of an event by actually performing the experiment a number of times
More informationPoker: Further Issues in Probability. Poker I 1/29
Poker: Further Issues in Probability Poker I 1/29 How to Succeed at Poker (3 easy steps) 1 Learn how to calculate complex probabilities and/or memorize lots and lots of poker-related probabilities. 2 Take
More informationCS Project 1 Fall 2017
Card Game: Poker - 5 Card Draw Due: 11:59 pm on Wednesday 9/13/2017 For this assignment, you are to implement the card game of Five Card Draw in Poker. The wikipedia page Five Card Draw explains the order
More informationCleveland Poker Open. Main Event will include MSPT LIVE Reporting
JACK Cleveland Casino - Cleveland, OH January 19-28, 2018 Players must have a players club card and valid ID to register and play. Cleveland Poker Open Main Event will include MSPT LIVE Reporting Amount
More informationIntroduction to probability
Introduction to probability Suppose an experiment has a finite set X = {x 1,x 2,...,x n } of n possible outcomes. Each time the experiment is performed exactly one on the n outcomes happens. Assign each
More informationKey Concepts. Theoretical Probability. Terminology. Lesson 11-1
Key Concepts Theoretical Probability Lesson - Objective Teach students the terminology used in probability theory, and how to make calculations pertaining to experiments where all outcomes are equally
More informationABE/ASE Standards Mathematics
[Lesson Title] TEACHER NAME PROGRAM NAME Program Information Playing the Odds [Unit Title] Data Analysis and Probability NRS EFL(s) 3 4 TIME FRAME 240 minutes (double lesson) ABE/ASE Standards Mathematics
More informationLive Casino game rules. 1. Live Baccarat. 2. Live Blackjack. 3. Casino Hold'em. 4. Generic Rulette. 5. Three card Poker
Live Casino game rules 1. Live Baccarat 2. Live Blackjack 3. Casino Hold'em 4. Generic Rulette 5. Three card Poker 1. LIVE BACCARAT 1.1. GAME OBJECTIVE The objective in LIVE BACCARAT is to predict whose
More information{ a, b }, { a, c }, { b, c }
12 d.) 0(5.5) c.) 0(5,0) h.) 0(7,1) a.) 0(6,3) 3.) Simplify the following combinations. PROBLEMS: C(n,k)= the number of combinations of n distinct objects taken k at a time is COMBINATION RULE It can easily
More informationVenn Diagram Problems
Venn Diagram Problems 1. In a mums & toddlers group, 15 mums have a daughter, 12 mums have a son. a) Julia says 15 + 12 = 27 so there must be 27 mums altogether. Explain why she could be wrong: b) There
More informationPoker: Probabilities of the Various Hands
Poker: Probabilities of the Various Hands 22 February 2012 Poker II 22 February 2012 1/27 Some Review from Monday There are 4 suits and 13 values. The suits are Spades Hearts Diamonds Clubs There are 13
More informationRANDOM EXPERIMENTS AND EVENTS
Random Experiments and Events 18 RANDOM EXPERIMENTS AND EVENTS In day-to-day life we see that before commencement of a cricket match two captains go for a toss. Tossing of a coin is an activity and getting
More informationDate. Probability. Chapter
Date Probability Contests, lotteries, and games offer the chance to win just about anything. You can win a cup of coffee. Even better, you can win cars, houses, vacations, or millions of dollars. Games
More informationBRIDGE is a card game for four players, who sit down at a
THE TRICKS OF THE TRADE 1 Thetricksofthetrade In this section you will learn how tricks are won. It is essential reading for anyone who has not played a trick-taking game such as Euchre, Whist or Five
More informationActivity 6: Playing Elevens
Activity 6: Playing Elevens Introduction: In this activity, the game Elevens will be explained, and you will play an interactive version of the game. Exploration: The solitaire game of Elevens uses a deck
More informationProbability. The Bag Model
Probability The Bag Model Imagine a bag (or box) containing balls of various kinds having various colors for example. Assume that a certain fraction p of these balls are of type A. This means N = total
More informationMore Probability: Poker Hands and some issues in Counting
More Probability: Poker Hands and some issues in Counting Data From Thursday Everybody flipped a pair of coins and recorded how many times they got two heads, two tails, or one of each. We saw that the
More information(a) Suppose you flip a coin and roll a die. Are the events obtain a head and roll a 5 dependent or independent events?
Unit 6 Probability Name: Date: Hour: Multiplication Rule of Probability By the end of this lesson, you will be able to Understand Independence Use the Multiplication Rule for independent events Independent
More informationPoker: Probabilities of the Various Hands
Poker: Probabilities of the Various Hands 19 February 2014 Poker II 19 February 2014 1/27 Some Review from Monday There are 4 suits and 13 values. The suits are Spades Hearts Diamonds Clubs There are 13
More informationGAMBLING ( ) Name: Partners: everyone else in the class
Name: Partners: everyone else in the class GAMBLING Games of chance, such as those using dice and cards, oporate according to the laws of statistics: the most probable roll is the one to bet on, and the
More informationFoundations to Algebra In Class: Investigating Probability
Foundations to Algebra In Class: Investigating Probability Name Date How can I use probability to make predictions? Have you ever tried to predict which football team will win a big game? If so, you probably
More information1. a. Miki tosses a coin 50 times, and the coin shows heads 28 times. What fraction of the 50 tosses is heads? What percent is this?
A C E Applications Connections Extensions Applications 1. a. Miki tosses a coin 50 times, and the coin shows heads 28 times. What fraction of the 50 tosses is heads? What percent is this? b. Suppose the
More informationUNIT 4 APPLICATIONS OF PROBABILITY Lesson 1: Events. Instruction. Guided Practice Example 1
Guided Practice Example 1 Bobbi tosses a coin 3 times. What is the probability that she gets exactly 2 heads? Write your answer as a fraction, as a decimal, and as a percent. Sample space = {HHH, HHT,
More informationPROBABILITY Case of cards
WORKSHEET NO--1 PROBABILITY Case of cards WORKSHEET NO--2 Case of two die Case of coins WORKSHEET NO--3 1) Fill in the blanks: A. The probability of an impossible event is B. The probability of a sure
More informationFundamentals of Probability
Fundamentals of Probability Introduction Probability is the likelihood that an event will occur under a set of given conditions. The probability of an event occurring has a value between 0 and 1. An impossible
More informationSingle Table Satellites & Mega Satellites Schedule Day Date Buy-In Time Mega Satellites 8:20pm $100 w/2 Opt. $20 AO
& Mega Satellites Schedule Day Date Buy-In Time Mega Satellites 8:20pm $100 w/2 Opt. $20 AO Friday 7/13 $65 11am-6pm On Demand! 8:20pm $100 w/2 Opt. $20 AO Saturday 7/14 $65 1pm-6pm On Demand! 5pm $100
More informationChapter 5: Probability: What are the Chances? Section 5.2 Probability Rules
+ Chapter 5: Probability: What are the Chances? Section 5.2 + Two-Way Tables and Probability When finding probabilities involving two events, a two-way table can display the sample space in a way that
More information3 The multiplication rule/miscellaneous counting problems
Practice for Exam 1 1 Axioms of probability, disjoint and independent events 1 Suppose P (A 0, P (B 05 (a If A and B are independent, what is P (A B? What is P (A B? (b If A and B are disjoint, what is
More information6/24/14. The Poker Manipulation. The Counting Principle. MAFS.912.S-IC.1: Understand and evaluate random processes underlying statistical experiments
The Poker Manipulation Unit 5 Probability 6/24/14 Algebra 1 Ins1tute 1 6/24/14 Algebra 1 Ins1tute 2 MAFS. 7.SP.3: Investigate chance processes and develop, use, and evaluate probability models MAFS. 7.SP.3:
More informationCS Programming Project 1
CS 340 - Programming Project 1 Card Game: Kings in the Corner Due: 11:59 pm on Thursday 1/31/2013 For this assignment, you are to implement the card game of Kings Corner. We will use the website as http://www.pagat.com/domino/kingscorners.html
More informationDungeon Crawler Card Game
Dungeon Crawler Card Game Design by: Nadun J Players will choose a class at the start of the game. Hearts = Healer Spades = Warrior Diamond = Wizard Clubs = Trickster Once the classes have been chosen,
More information3 The multiplication rule/miscellaneous counting problems
Practice for Exam 1 1 Axioms of probability, disjoint and independent events 1. Suppose P (A) = 0.4, P (B) = 0.5. (a) If A and B are independent, what is P (A B)? What is P (A B)? (b) If A and B are disjoint,
More informationNormal Distribution Lecture Notes Continued
Normal Distribution Lecture Notes Continued 1. Two Outcome Situations Situation: Two outcomes (for against; heads tails; yes no) p = percent in favor q = percent opposed Written as decimals p + q = 1 Why?
More informationPresents: Basic Card Play in Bridge
Presents: Basic Card Play in Bridge Bridge is played with the full standard deck of 52 cards. In this deck we have 4 Suits, and they are as follows: THE BASICS of CARD PLAY in BRIDGE Each Suit has 13 cards,
More informationTHE NUMBER WAR GAMES
THE NUMBER WAR GAMES Teaching Mathematics Facts Using Games and Cards Mahesh C. Sharma President Center for Teaching/Learning Mathematics 47A River St. Wellesley, MA 02141 info@mathematicsforall.org @2008
More informationMultiplication & Division
Take Home Toolkits Multiplication & Division Free Printables About this Freebie This resource contains free printables and posters for creating your own multiplication and division take home toolkits.
More informationUp & Down GOAL OF THE GAME UP&DOWN CARD A GAME BY JENS MERKL & JEAN-CLAUDE PELLIN ART BY CAMILLE CHAUSSY
Up & Down A GAME BY JENS MERKL & JEAN-CLAUDE PELLIN ART BY CAMILLE CHAUSSY GOAL OF THE GAME UP&DOWN is a trick taking game with plenty of ups and downs. This is because prior to each trick, one of the
More informationTo play the game player has to place a bet on the ANTE bet (initial bet). Optionally player can also place a BONUS bet.
ABOUT THE GAME OBJECTIVE OF THE GAME Casino Hold'em, also known as Caribbean Hold em Poker, was created in the year 2000 by Stephen Au- Yeung and is now being played in casinos worldwide. Live Casino Hold'em
More informationTABLE OF CONTENTS TEXAS HOLD EM... 1 OMAHA... 2 PINEAPPLE HOLD EM... 2 BETTING...2 SEVEN CARD STUD... 3
POKER GAMING GUIDE TABLE OF CONTENTS TEXAS HOLD EM... 1 OMAHA... 2 PINEAPPLE HOLD EM... 2 BETTING...2 SEVEN CARD STUD... 3 TEXAS HOLD EM 1. A flat disk called the Button shall be used to indicate an imaginary
More informationDiscrete Finite Probability Probability 1
Discrete Finite Probability Probability 1 In these notes, I will consider only the finite discrete case. That is, in every situation the possible outcomes are all distinct cases, which can be modeled by
More informationCSCI 4150 Introduction to Artificial Intelligence, Fall 2004 Assignment 7 (135 points), out Monday November 22, due Thursday December 9
CSCI 4150 Introduction to Artificial Intelligence, Fall 2004 Assignment 7 (135 points), out Monday November 22, due Thursday December 9 Learning to play blackjack In this assignment, you will implement
More information2.5 Sample Spaces Having Equally Likely Outcomes
Sample Spaces Having Equally Likely Outcomes 3 Sample Spaces Having Equally Likely Outcomes Recall that we had a simple example (fair dice) before on equally-likely sample spaces Since they will appear
More informationBobby Baldwin, Poker Legend
Dominic Dietiker c Draft date January 5, 2007 ii You cannot survive (in poker) without that intangible quality we call heart. Poker is a character builder especially the bad times. The mark of a top player
More informationUnit 7 Central Tendency and Probability
Name: Block: 7.1 Central Tendency 7.2 Introduction to Probability 7.3 Independent Events 7.4 Dependent Events 7.1 Central Tendency A central tendency is a central or value in a data set. We will look at
More informationSuch a description is the basis for a probability model. Here is the basic vocabulary we use.
5.2.1 Probability Models When we toss a coin, we can t know the outcome in advance. What do we know? We are willing to say that the outcome will be either heads or tails. We believe that each of these
More informationSection 5.4 Permutations and Combinations
Section 5.4 Permutations and Combinations Definition: n-factorial For any natural number n, n! n( n 1)( n 2) 3 2 1. 0! = 1 A combination of a set is arranging the elements of the set without regard to
More informationMaryland State Lottery and Gaming Control Agency Standard Rules - Double Draw Poker
Table of Contents Chapter 1 Definitions.... 2 Chapter 2 - Double Draw Poker Tables.... 3 Chapter 3 Cards; Number of Decks.... 5 Chapter 4 Opening a Table for Gaming.... 6 Chapter 5 Shuffling and Cutting
More informationCS 237 Fall 2018, Homework SOLUTION
0//08 hw03.solution.lenka CS 37 Fall 08, Homework 03 -- SOLUTION Due date: PDF file due Thursday September 7th @ :59PM (0% off if up to 4 hours late) in GradeScope General Instructions Please complete
More informationSection 5.4 Permutations and Combinations
Section 5.4 Permutations and Combinations Definition: n-factorial For any natural number n, n! = n( n 1)( n 2) 3 2 1. 0! = 1 A combination of a set is arranging the elements of the set without regard to
More informationTexas Hold'em $2 - $4
Basic Play Texas Hold'em $2 - $4 Texas Hold'em is a variation of 7 Card Stud and used a standard 52-card deck. All players share common cards called "community cards". The dealer position is designated
More informationABC High School, Kathmandu, Nepal. Topic : Probability
BC High School, athmandu, Nepal Topic : Probability Grade 0 Teacher: Shyam Prasad charya. Objective of the Module: t the end of this lesson, students will be able to define and say formula of. define Mutually
More informationCOMP 9 Lab 3: Blackjack revisited
COMP 9 Lab 3: Blackjack revisited Out: Thursday, February 10th, 1:15 PM Due: Thursday, February 17th, 12:00 PM 1 Overview In the previous assignment, you wrote a Blackjack game that had some significant
More informationPan (7:30am) Juan (8:30am) Juan (9:30am) Allison (10:30am) Allison (11:30am) Mike L. (12:30pm) Mike C. (1:30pm) Grant (2:30pm)
STAT 225 FALL 2012 EXAM ONE NAME Your Section (circle one): Pan (7:30am) Juan (8:30am) Juan (9:30am) Allison (10:30am) Allison (11:30am) Mike L. (12:30pm) Mike C. (1:30pm) Grant (2:30pm) Grant (3:30pm)
More informationFall 2017 March 13, Written Homework 4
CS1800 Discrete Structures Profs. Aslam, Gold, & Pavlu Fall 017 March 13, 017 Assigned: Fri Oct 7 017 Due: Wed Nov 8 017 Instructions: Written Homework 4 The assignment has to be uploaded to blackboard
More informationThursday, Apr 26 Canterbury Park Weekly Event - $35 NLHE Poker Room 10:30 AM
Event Schedule Canterbury Park - Shakopee, MN April 0-9, 08 Main Event will include LIVE Final Table Broadcast with Hole Cards Registration is first come first served. Please be registered 0 minutes prior
More informationAcing Math (One Deck At A Time!): A Collection of Math Games. Table of Contents
Table of Contents Introduction to Acing Math page 5 Card Sort (Grades K - 3) page 8 Greater or Less Than (Grades K - 3) page 9 Number Battle (Grades K - 3) page 10 Place Value Number Battle (Grades 1-6)
More informationPOINTS TO REMEMBER Planning when to draw trumps
Planning the Play of a Bridge Hand 6 POINTS TO REMEMBER Planning when to draw trumps The general rule is: Draw trumps immediately unless there is a good reason not to. When you are planning to ruff a loser
More informationPROBLEM SET 2 Due: Friday, September 28. Reading: CLRS Chapter 5 & Appendix C; CLR Sections 6.1, 6.2, 6.3, & 6.6;
CS231 Algorithms Handout #8 Prof Lyn Turbak September 21, 2001 Wellesley College PROBLEM SET 2 Due: Friday, September 28 Reading: CLRS Chapter 5 & Appendix C; CLR Sections 6.1, 6.2, 6.3, & 6.6; Suggested
More informationCounting integral solutions
Thought exercise 2.2 20 Counting integral solutions Question: How many non-negative integer solutions are there of x 1 +x 2 +x 3 +x 4 = 10? Thought exercise 2.2 20 Counting integral solutions Question:
More informationThe student will explain and evaluate the financial impact and consequences of gambling.
What Are the Odds? Standard 12 The student will explain and evaluate the financial impact and consequences of gambling. Lesson Objectives Recognize gambling as a form of risk. Calculate the probabilities
More informationHEADS UP HOLD EM. "Cover card" - means a yellow or green plastic card used during the cut process and then to conceal the bottom card of the deck.
HEADS UP HOLD EM 1. Definitions The following words and terms, when used in the Rules of the Game of Heads Up Hold Em, shall have the following meanings unless the context clearly indicates otherwise:
More informationHere are two situations involving chance:
Obstacle Courses 1. Introduction. Here are two situations involving chance: (i) Someone rolls a die three times. (People usually roll dice in pairs, so dice is more common than die, the singular form.)
More informationDeveloped by Rashmi Kathuria. She can be reached at
Developed by Rashmi Kathuria. She can be reached at . Photocopiable Activity 1: Step by step Topic Nature of task Content coverage Learning objectives Task Duration Arithmetic
More informationProgramming Assignment 4
Programming Assignment 4 Due: 11:59pm, Saturday, January 30 Overview The goals of this section are to: 1. Use methods 2. Break down a problem into small tasks to implement Setup This assignment requires
More informationHow to Become Master Rated in One Year or Less.
How to Become Master Rated in One Year or Less. http://www.ez-net.com/~mephisto/become%20master%20rated.html How to Become Master Rated in One Hour or Less. This program has been divided up into 4 sections.
More informationTABLE GAMES RULES OF THE GAME
TABLE GAMES RULES OF THE GAME Page 2: BOSTON 5 STUD POKER Page 11: DOUBLE CROSS POKER Page 20: DOUBLE ATTACK BLACKJACK Page 30: FOUR CARD POKER Page 38: TEXAS HOLD EM BONUS POKER Page 47: FLOP POKER Page
More informationProbability. The MEnTe Program Math Enrichment through Technology. Title V East Los Angeles College
Probability The MEnTe Program Math Enrichment through Technology Title V East Los Angeles College 2003 East Los Angeles College. All rights reserved. Topics Introduction Empirical Probability Theoretical
More informationLESSON 4. Eliminating Losers Ruffing and Discarding. General Concepts. General Introduction. Group Activities. Sample Deals
LESSON 4 Eliminating Losers Ruffing and Discarding General Concepts General Introduction Group Activities Sample Deals 90 Lesson 4 Eliminating Losers Ruffing and Discarding GENERAL CONCEPTS Play of the
More informationFor this assignment, your job is to create a program that plays (a simplified version of) blackjack. Name your program blackjack.py.
CMPT120: Introduction to Computing Science and Programming I Instructor: Hassan Khosravi Summer 2012 Assignment 3 Due: July 30 th This assignment is to be done individually. ------------------------------------------------------------------------------------------------------------
More informationMaryland State Lottery and Gaming Control Agency Standard Rules Criss Cross Poker
Table of Contents Chapter 1 Definitions.... 2 Chapter 2 - Criss Cross Poker Tables.... 3 Chapter 3 - Cards; Number of Decks.... 5 Chapter 4 - Opening a Table for Gaming.... 6 Chapter 5 - Shuffling and
More informationCARIBBEAN. The Rules
CARIBBEAN POKER CONTENTS Caribbean Stud Poker 2 The gaming table 3 The Cards 4 The Game 5 The Progressive Jackpot 13 Payments 14 Jackpot payments 16 Combinations 18 General rules 24 CARIBBEAN STUD POKER
More informationMath 166: Topics in Contemporary Mathematics II
Math 166: Topics in Contemporary Mathematics II Xin Ma Texas A&M University September 30, 2017 Xin Ma (TAMU) Math 166 September 30, 2017 1 / 11 Last Time Factorials For any natural number n, we define
More informationPro Xenon Mediathek Ltd. Game Description Lucky Dragon
Pro Xenon Mediathek Ltd. Lucky Dragon Lucky Dragon Description and Rules Lucky Dragon is a game with five reels. A game result consists of 5x3 symbols, each reel showing a section of three symbols. Screenshots
More informationLotto! Online Product Guide
BCLC Lotto! Online Product Guide Resource Manual for Lottery Retailers October 18, 2016 The focus of this document is to provide retailers the tools needed in order to feel knowledgeable when selling and
More informationFLOP POKER. Rank-- or ranking means the relative position of a card or hand as set forth in Section 5.
FLOP POKER 1. Definitions The following words and terms, when used in the Rules of the Game of Flop Poker, shall have the following meanings unless the context clearly indicates otherwise: Ante-- or ante
More informationMathematics Test Book 1
Mathematics Test ook 1 Grade 7 March 9 13, 2009 21317 1 Which set contains only whole numbers? {0, 3, 8, 17} {0, 3,, 5} { 5, 0, 3, 8} { 2, 9 25, 7, 2 3 } 2 The table below shows the number of computers
More informationCATFISH BEND CASINOS, L.C. RULES OF THE GAME FOUR CARD POKER
CATFISH BEND CASINOS, L.C. RULES OF THE GAME FOUR CARD POKER TABLE OF CONTENTS Introduction FCP - 2 Definitions FCP - 2 Cards; Number of Decks FCP - 3 Shuffle Procedures FCP - 3 Four Card Poker Rankings
More informationTEXAS HOLD EM BONUS POKER
TEXAS HOLD EM BONUS POKER 1. Definitions The following words and terms, when used in the Rules of the Game of Texas Hold Em Bonus Poker, shall have the following meanings unless the context clearly indicates
More information5.5 Conditional Probability
5.5 Conditional Probability YOU WILL NEED calculator EXPLORE Jackie plays on a volleyball team called the Giants. The Giants are in a round-robin tournament with five other teams. The teams that they will
More informationLesson Plans for Christy Dempsey, Tippit Middle School Week of Monday, November 07, 2016 Monday, November 07, 2016 Day 52
Lesson Plans for Christy Dempsey, Tippit Middle School Week of Monday, November 07, 2016 Monday, November 07, 2016 affect linear and area measurements. figure with changes in dimensions. How can proportional
More informationIf you roll a die, what is the probability you get a four OR a five? What is the General Education Statistics
If you roll a die, what is the probability you get a four OR a five? What is the General Education Statistics probability that you get neither? Class Notes The Addition Rule (for OR events) and Complements
More informationA Rule-Based Learning Poker Player
CSCI 4150 Introduction to Artificial Intelligence, Fall 2000 Assignment 6 (135 points), out Tuesday October 31; see document for due dates A Rule-Based Learning Poker Player For this assignment, teams
More informationSimulations. 1 The Concept
Simulations In this lab you ll learn how to create simulations to provide approximate answers to probability questions. We ll make use of a particular kind of structure, called a box model, that can be
More informationBuster Blackjack. BGC ID: GEGA (October 2011)
*Pure 21.5 Blackjack is owned, patented and/or copyrighted by TXB Industries Inc. *Buster Blackjack is owned, patented and/or copyrighted by Betwiser Games, LLC. Please submit your agreement with the Owner
More informationChapter 2 Integers. Math 20 Activity Packet Page 1
Chapter 2 Integers Contents Chapter 2 Integers... 1 Introduction to Integers... 3 Adding Integers with Context... 5 Adding Integers Practice Game... 7 Subtracting Integers with Context... 9 Mixed Addition
More informationWSMA Compound Probability Lesson 10. The combined likelihood of multiple events is called compound probability.
WSMA Compound Probability Lesson 0 Sometimes you need to know the probability of an event which is really the combination of various actions. It may be several dice rolls, or several cards selected from
More informationBAYESIAN STATISTICAL CONCEPTS
BAYESIAN STATISTICAL CONCEPTS A gentle introduction Alex Etz @alxetz ß Twitter (no e in alex) alexanderetz.com ß Blog November 5 th 2015 Why do we do statistics? Deal with uncertainty Will it rain today?
More informationLesson 3 Dependent and Independent Events
Lesson 3 Dependent and Independent Events When working with 2 separate events, we must first consider if the first event affects the second event. Situation 1 Situation 2 Drawing two cards from a deck
More informationAfter receiving his initial two cards, the player has four standard options: he can "Hit," "Stand," "Double Down," or "Split a pair.
Black Jack Game Starting Every player has to play independently against the dealer. The round starts by receiving two cards from the dealer. You have to evaluate your hand and place a bet in the betting
More informationDomino Games. Variation - This came can also be played by multiplying each side of a domino.
Domino Games Domino War This is a game for two people. 1. Place all the dominoes face down. 2. Each person places their hand on a domino. 3. At the same time, flip the domino over and whisper the sum of
More informationHIGH CARD POINT DISTRIBUTIONS
by David L. March Last Revised on February 23, 2008 COPYRIGHT 2007-2008 BY DAVID L. MARCH ABSTRACT This document presents tables that show the distribution of high card points in bridge hands. These tables
More informationTHE PROBLEM OF TWO ACES. Carl E. Mungan Physics Department, U.S. Naval Academy
THE PROBLEM OF TWO ACES Carl E. Mungan Physics Department, U.S. Naval Academy CSAAPT at Loyola University Saturday 25 Oct 2014 Chapter 15: Probability & Statistics Section 4 Problem 8 on page 743 Two cards
More information1) 1) 2) 2) 3) 3) 4) 4) 5) 5) 6) 6) 7) 7) 8) 8) 9) 9) 10) 10) 11) 11) 12) 12)
Review Test 1 Math 1332 Name SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question. Write a word description of the set. 1) 1) {26, 28, 30, 32,..., 100} List
More informationLESSON 3. Developing Tricks the Finesse. General Concepts. General Information. Group Activities. Sample Deals
LESSON 3 Developing Tricks the Finesse General Concepts General Information Group Activities Sample Deals 64 Lesson 3 Developing Tricks the Finesse Play of the Hand The finesse Leading toward the high
More informationFireKeepers Casino - Battle Creek, MI October 7-15, 2017
FireKeepers Casino - Battle Creek, MI October 7-5, 07 The +0 is an optional dealer appreciation add-on ---,000 chips in Satellite, 5,000 chips in Main Event Day Event Location Rounds Time Friday, August
More informationAnte or ante wager means the initial wager required to be made prior to any cards being dealt in order to participate in the round of play.
13:69E-1.13Y Premium Hold Em physical characteristics (a) Premium Hold Em shall be played at a table having betting positions for no more than six players on one side of the table and a place for the dealer
More information