1) = 10) 4-15 = 2) (-4)(-3) = 11) = 4) -9 6 = 13) = 5) = 14) (-3)(15) = = 15) 7) = 16) -7 (-18) =

Size: px
Start display at page:

Download "1) = 10) 4-15 = 2) (-4)(-3) = 11) = 4) -9 6 = 13) = 5) = 14) (-3)(15) = = 15) 7) = 16) -7 (-18) ="

Transcription

1 Name: Ms. Napolitano Date: Activity # Day 10 : I can use integer operations to solve real world problems. Try Now (10) Add, Subtract, Multiply or Divide. 1) = 10) 4-15 = 2) (-4)(-3) = 11) = 3) = 12) = 4) -9 6 = 13) = 5) = 14) (-3)(15) = 6) 36 3 = 15) 55 5 = 7) = 16) -7 (-18) = 8) = 17) 20-5 = 9) 42 6 = 18) =

2 Motivation_Think-Pair-Share #s

3 Model 1) What is order of operations?

4 2) Autumn lost 3 spaceships in level 3 of a video game. She lost 30 points for each space ship. When she completed level, she earned a bonus of 200 points. By how much did her score change? 3) One month Owen made 3 withdrawals for $20 and 1 withdrawal for $80 from his account. How did the withdrawals change the amount in his account? Solution: 4) Franklin was charged $140 plus a pickup charge of $20 to ship four identical boxes by Fast Ship. The pickup charge applies regardless of how many boxes are picked up. What would have need the change to Franklin s account if he had shipped just 1 box? Solution: 5) Shana took a test with 50 questions. She lost 2 points for each of the 5 questions she got wrong. She got all 3 extra credit questions cored and received 5 points for each. What is the total number of points she gained or lost overall? Solution: 6) When you solve a problem involving money, what can a negative answer represent? Group Work (20 minutes) Level A #s 1-11 Level B #s 1-14

5 Evaluate each expression. Level c #s (-3) (-6) (-60) (-11)(-7) (-7) (-2) (-8) (-9) + 4(-5) (-3) Lily and Rose are playing a game. In the game, each player starts with 0 points and the player with the most points at the end wins. Lily gains 5 points two times, loses 12 points, and then gains 3 points. Rose loses 3 points two times, loses 1 point, gains 6 points, and then gains 7 points. a) Write and evaluate an expression to find Lily s score. Expression: Answer: b) Write and evaluate an expression to find Roses score. Expression:

6 Answer: c) Who won the game? 11. Write and expression from the description. Then evaluate the expression. a) 8 less than the product of 5 and -4. Expression: Answer: b) 6 more than the quotient of -36 and -4. Expression: Answer: 12. Arlene has a gift card for a local lawn and garden store. She uses the gift card to rent a tiller for 4 days. It costs $35 per day to rent the tiller. She also buys a rake for $9. a) Find the change to the value on her gift card. b) The original amount on the gift card was $200. Does Arleen have enough left on the card to buy a wheelbarrow for $50? Explain. 13. Carlos made up a game, where in a deck of cards, the red cards (hearts and diamonds) are negative and the black cards (spades and clubs) are positive. All face cards are worth 10 points, and the number of cards are worth their value.

7 a) Samantha has a king of hearts, a jack of diamonds, and a 3 of spades. Write and expression to the find the value of her cards. Expression: Value: b) Warren has a 7 of clubs, a 2 of spades, and a 7 of hearts. Write an expression to find the value of his cards. Expression: Value: c) If the greater score wins, who won? d) If the player always gets three cards, describe two different ways to receive a score of 7. One Way: Second Way: 14. Write a real world problem that the expression 3(-7) = -6 could represent. 15. Jim found the quotient of two integers and got a positive integer. He added another integer to the quotient and got a positive integer. His sister Kim says that all the integers Jim used to get this result must be positive. Do you agree/disagree? Explain.

8 16. Lisa is standing on a dock beside a lake. She drops a rock from her and into the lake. After the rock hits the surface of the lake, the rock s distance from the lake s surface changes at a rate of -5 inches per second. If Lisa hold her hand 5 feet above the lake s surface, how far from Lisa s hand is the rock 4 seconds after it hit the surface. Answer: Name: Ms. Napolitano Date: Activity #

9 Day 10 : I can use integer operations to solve real world problems. Independent Practice: (Day 10)

10

11

12 FOR THE ACTIVITY BELOW SHOW ALL OG YOUR WORK IN YOUR CLASSWORK SECTION OF YOUR BINDER! Name: Ms. Napolitano Date: Activity # Math Lab

13 Name: Ms. Napolitano Date: Activity # Day 10: I can use integer operations to solve real world problems. Homework (10)

14

15

16 Name: Ms. Napolitano Quiz #4 Date: Activity #

17

Activity 1: Play comparison games involving fractions, decimals and/or integers.

Activity 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 information

Chapter 2 Integers. Math 20 Activity Packet Page 1

Chapter 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 information

LET S PLAY PONTOON. Pontoon also offers many unique payouts as well as a Super Bonus of up to $5000 on certain hands.

LET S PLAY PONTOON. Pontoon also offers many unique payouts as well as a Super Bonus of up to $5000 on certain hands. How to play PONTOON LET S PLAY PONTOON Pontoon is a popular game often played in homes around Australia. Pontoon is great fun on its own or as an introduction to other more strategic casino card games

More information

Math-Essentials. Lesson 9-2: Counting Combinations

Math-Essentials. Lesson 9-2: Counting Combinations Math-Essentials Lesson 9-2: Counting Combinations Vocabulary Permutation: The number of ways a group of items can be arranged in order without reusing items. Permutations What if you don t want to arrange

More information

La Gran Aventura. La Gran Aventura. Reels - 5 Wins are counted from left to right. Main Screen

La Gran Aventura. La Gran Aventura. Reels - 5 Wins are counted from left to right. Main Screen La Gran Aventura Reels - 5 Wins are counted from left to right Main Screen The game can be played either with the mechanical buttons or with the buttons on the touch screen (if available), or a combination

More information

Venn Diagram Problems

Venn 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 information

Pro Xenon Mediathek Ltd. Game Description Lucky Dragon

Pro 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 information

THE NUMBER WAR GAMES

THE 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 information

The Human Calculator: (Whole class activity)

The Human Calculator: (Whole class activity) More Math Games and Activities Gordon Scott, November 1998 Apart from the first activity, all the rest are untested. They are closely related to others that have been tried in class, so they should be

More information

Classwork Example 1: Exploring Subtraction with the Integer Game

Classwork Example 1: Exploring Subtraction with the Integer Game 7.2.5 Lesson Date Understanding Subtraction of Integers Student Objectives I can justify the rule for subtraction: Subtracting a number is the same as adding its opposite. I can relate the rule for subtraction

More information

PROBLEM SET 2 Due: Friday, September 28. Reading: CLRS Chapter 5 & Appendix C; CLR Sections 6.1, 6.2, 6.3, & 6.6;

PROBLEM 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 information

Acing Math (One Deck At A Time!): A Collection of Math Games. Table of Contents

Acing 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 information

Kajot Casino Ltd. Game Description Joker Area

Kajot Casino Ltd. Game Description Joker Area Joker Area Joker Area Description and Rules Joker Area is a game with four reels. A game result consists of 4x3 symbols, each reel showing a section of three symbols. Screenshots The following image shows

More information

Up & Down GOAL OF THE GAME UP&DOWN CARD A GAME BY JENS MERKL & JEAN-CLAUDE PELLIN ART BY CAMILLE CHAUSSY

Up & 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 information

The Exciting World of Bridge

The Exciting World of Bridge The Exciting World of Bridge Welcome to the exciting world of Bridge, the greatest game in the world! These lessons will assume that you are familiar with trick taking games like Euchre and Hearts. If

More information

Poker Hands. Christopher Hayes

Poker 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 information

PLAYERS AGES MINS.

PLAYERS AGES MINS. 2-4 8+ 20-30 PLAYERS AGES MINS. COMPONENTS: (123 cards in total) 50 Victory Cards--Every combination of 5 colors and 5 shapes, repeated twice (Rainbow Backs) 20 Border Cards (Silver/Grey Backs) 2 48 Hand

More information

Name: Class: Date: Ver: 2

Name: Class: Date: Ver: 2 Name: Class: Date: Ver: 2 Secondary Math 1 Unit 9 Review 1. A charity randomly selected 100 donors. The mean donation amount of those donors is calculated. Identify the sample and population. Describe

More information

CARIBBEAN. The Rules

CARIBBEAN. 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 information

Poker: Further Issues in Probability. Poker I 1/29

Poker: 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 information

Bridge Players: 4 Type: Trick-Taking Card rank: A K Q J Suit rank: NT (No Trumps) > (Spades) > (Hearts) > (Diamonds) > (Clubs)

Bridge Players: 4 Type: Trick-Taking Card rank: A K Q J Suit rank: NT (No Trumps) > (Spades) > (Hearts) > (Diamonds) > (Clubs) Bridge Players: 4 Type: Trick-Taking Card rank: A K Q J 10 9 8 7 6 5 4 3 2 Suit rank: NT (No Trumps) > (Spades) > (Hearts) > (Diamonds) > (Clubs) Objective Following an auction players score points by

More information

University of Connecticut Department of Mathematics

University of Connecticut Department of Mathematics University of Connecticut Department of Mathematics Math 1070 Sample Exam 2 Fall 2014 Name: Instructor Name: Section: Exam 2 will cover Sections 4.6-4.7, 5.3-5.4, 6.1-6.4, and F.1-F.3. This sample exam

More information

Your first round: Game W / L / T R / P / S

Your first round: Game W / L / T R / P / S 1 2 3 4 5 4 3 2 1 RULES: 1) Play until someone wins 2 times in rounds 1-4. 2) ROUND 5: Play until someone wins 3 times. 3) Record your wins, losses and ties for your first matchup in the table below. 4)

More information

CSEP 573 Applications of Artificial Intelligence Winter 2011 Assignment 3 Due: Wednesday February 16, 6:30PM

CSEP 573 Applications of Artificial Intelligence Winter 2011 Assignment 3 Due: Wednesday February 16, 6:30PM CSEP 573 Applications of Artificial Intelligence Winter 2011 Assignment 3 Due: Wednesday February 16, 6:30PM Q 1: [ 9 points ] The purpose of this question is to show that STRIPS is more expressive than

More information

Lesson Date Computing Actual Areas from a Scale Drawing

Lesson Date Computing Actual Areas from a Scale Drawing 7.1.19 Lesson Date Computing Actual Areas from a Scale Drawing Student Objectives I can identify the scale factor. Given a scale drawing, I can compute the area in the actual picture. I know my perfect

More information

Activity 6: Playing Elevens

Activity 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 information

The student will explain and evaluate the financial impact and consequences of gambling.

The 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 information

Kajot Casino Ltd. Game Description Joker Mania II

Kajot Casino Ltd. Game Description Joker Mania II Joker Mania II Joker Mania II Description and Rules Joker Mania II is a game with three reels. A game result consists of 3x3 symbols, each reel showing a section of three symbols. Screenshots The following

More information

30 6 = 5; because = 0 Subtract five times No remainder = 5 R3; because = 3 Subtract five times Remainder

30 6 = 5; because = 0 Subtract five times No remainder = 5 R3; because = 3 Subtract five times Remainder Section 1: Basic Division MATH LEVEL 1 LESSON PLAN 5 DIVISION 2017 Copyright Vinay Agarwala, Revised: 10/24/17 1. DIVISION is the number of times a number can be taken out of another as if through repeated

More information

Kajot Casino Ltd. Game Description Turbo 27

Kajot Casino Ltd. Game Description Turbo 27 Turbo 27 Turbo 27 Description and Rules Turbo 27 is a game with three reels. A game result consists of 3x3 symbols, each reel showing a section of three symbols. Screenshots The following image shows a

More information

CS 210 Fundamentals of Programming I Spring 2015 Programming Assignment 8

CS 210 Fundamentals of Programming I Spring 2015 Programming Assignment 8 CS 210 Fundamentals of Programming I Spring 2015 Programming Assignment 8 40 points Out: April 15/16, 2015 Due: April 27/28, 2015 (Monday/Tuesday, last day of class) Problem Statement Many people like

More information

EE 126 Fall 2006 Midterm #1 Thursday October 6, 7 8:30pm DO NOT TURN THIS PAGE OVER UNTIL YOU ARE TOLD TO DO SO

EE 126 Fall 2006 Midterm #1 Thursday October 6, 7 8:30pm DO NOT TURN THIS PAGE OVER UNTIL YOU ARE TOLD TO DO SO EE 16 Fall 006 Midterm #1 Thursday October 6, 7 8:30pm DO NOT TURN THIS PAGE OVER UNTIL YOU ARE TOLD TO DO SO You have 90 minutes to complete the quiz. Write your solutions in the exam booklet. We will

More information

Test Booklet. Subject: MA, Grade: 07 7th Grade Math May Student name:

Test Booklet. Subject: MA, Grade: 07 7th Grade Math May Student name: Test Booklet Subject: MA, Grade: 07 7th Grade Math May 2005 Student name: Author: Ohio District: Ohio Released Tests Printed: Monday July 09, 2012 1 There are 2 9 bacteria in a sample. How many bacteria

More information

A&AE-190 Numerical Descriptions of Physical Quantities

A&AE-190 Numerical Descriptions of Physical Quantities A&AE-190 Numerical Descriptions of Physical Quantities Including Scientific Notation Sanity Checks in Engineering Jeopardy! Game Homework 6: Due Thursday, November 8, 2001 References: Refer to information

More information

10 Game. Chapter. The PV Unit comes with two built-in games for your enjoyment. The games are named Game-1 and Game-2.

10 Game. Chapter. The PV Unit comes with two built-in games for your enjoyment. The games are named Game-1 and Game-2. Chapter 10 Game The PV Unit comes with two built-in games for your enjoyment. The games are named Game-1 and Game-2. Entering the Game Mode and Selecting a Game... 130 Game-1... 130 How to play... 131

More information

Math Games Played with Cards and Dice (K-3)

Math Games Played with Cards and Dice (K-3) Math Games Played with Cards and Dice (K-3) Copyright 2009, IPMG Publishing IPMG Publishing 18362 Erin Bay Eden Prairie, Minnesota 55347 phone: (612) 802-9090 www.iplaymathgames.com ISBN 978-1-934218-08-2

More information

Presentation Notes. Frozen suits

Presentation Notes. Frozen suits Presentation Notes The major theme of this presentation was to recognize a dummy where a passive defense is called for. If dummy has no long suits and no ruffing potential, then defenders do best if declarer

More information

Probability of Independent Events. If A and B are independent events, then the probability that both A and B occur is: P(A and B) 5 P(A) p P(B)

Probability of Independent Events. If A and B are independent events, then the probability that both A and B occur is: P(A and B) 5 P(A) p P(B) 10.5 a.1, a.5 TEKS Find Probabilities of Independent and Dependent Events Before You found probabilities of compound events. Now You will examine independent and dependent events. Why? So you can formulate

More information

LESSON 2. Objectives. General Concepts. General Introduction. Group Activities. Sample Deals

LESSON 2. Objectives. General Concepts. General Introduction. Group Activities. Sample Deals LESSON 2 Objectives General Concepts General Introduction Group Activities Sample Deals 38 Bidding in the 21st Century GENERAL CONCEPTS Bidding The purpose of opener s bid Opener is the describer and tries

More information

Adding and Subtracting Integers. How can you use addition and subtraction of integers to solve real-world problems?

Adding and Subtracting Integers. How can you use addition and subtraction of integers to solve real-world problems? UNIT 1 Study Guide Review? MODULE 1 ESSENTIAL QUESTION Adding and Subtracting Integers How can you use addition and subtraction of integers to solve real-world problems? Key Vocabulary additive inverse

More information

CS 210 Fundamentals of Programming I Fall 2015 Programming Project 8

CS 210 Fundamentals of Programming I Fall 2015 Programming Project 8 CS 210 Fundamentals of Programming I Fall 2015 Programming Project 8 40 points Out: November 17, 2015 Due: December 3, 2015 (Thursday after Thanksgiving break) Problem Statement Many people like to visit

More information

LEARN HOW TO PLAY MINI-BRIDGE

LEARN HOW TO PLAY MINI-BRIDGE MINI BRIDGE - WINTER 2016 - WEEK 1 LAST REVISED ON JANUARY 29, 2016 COPYRIGHT 2016 BY DAVID L. MARCH INTRODUCTION THE PLAYERS MiniBridge is a game for four players divided into two partnerships. The partners

More information

Foundations to Algebra In Class: Investigating Probability

Foundations 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 information

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)

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) 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 information

Pro Xenon Mediathek Ltd. Game Description Moko Mania

Pro Xenon Mediathek Ltd. Game Description Moko Mania Pro Xenon Mediathek Ltd. Moko Mania Moko Mania Description and Rules Moko Mania is a game with five reels. A game result consists of 5x3 symbols, each reel showing a section of three symbols. Screenshots

More information

Math 1070 Sample Exam 2

Math 1070 Sample Exam 2 University of Connecticut Department of Mathematics Math 1070 Sample Exam 2 Exam 2 will cover sections 4.6, 4.7, 5.2, 5.3, 5.4, 6.1, 6.2, 6.3, 6.4, F.1, F.2, F.3 and F.4. This sample exam is intended to

More information

Supreme Hot Video Slot. Introduction. How to Bet. Gamble Feature

Supreme Hot Video Slot. Introduction. How to Bet. Gamble Feature Supreme Hot Video Slot Introduction How to Bet Gamble Feature Game Controls Rules Jackpot Cards Bonus Game Interruptions Return to Player Introduction Supreme Hot video slot is a 3-reel. The slot consists

More information

1. Solve the following MULTIPLICATION two-step equations:

1. Solve the following MULTIPLICATION two-step equations: Name: Date: / / 1. Solve the following MULTIPLICATION two-step equations: Remember: Get rid of constant FIRST (zero pairs); then, get rid of coefficient (divide on both sides)!! Change to ADDITION first!

More information

Warm Up. Solve each equation. Check your answer. 1. 6x = m = y =18.4

Warm Up. Solve each equation. Check your answer. 1. 6x = m = y =18.4 Warm Up Solve each equation. Check your answer. 1. 6x = 36 6 2. 3. 5m = 18 4. 48 3.6 63 5. 8y =18.4 2.3 Write and use ratios, rates, and unit rates. Write and solve proportions. Objectives Key Concepts

More information

For this assignment, your job is to create a program that plays (a simplified version of) blackjack. Name your program blackjack.py.

For 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 information

CSCI 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 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 information

Additional Practice. Name Date Class. 1. Estimate the numbers represented by points A E. 2. Graph the following numbers on the number line below.

Additional Practice. Name Date Class. 1. Estimate the numbers represented by points A E. 2. Graph the following numbers on the number line below. Additional Practice Investigation 1 1. Estimate the numbers represented by points A E. A B C D E 6 4 2 0 2 4 6 2. Graph the following numbers on the number line below. 1 4 a. - 2 b. 4 c. - 5.5 d. 2 7 2

More information

Discrete Finite Probability Probability 1

Discrete 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 information

Funny Money. The Big Idea. Supplies. Key Prep: What s the Math? Valuing units of money Counting by 5s and 10s. Grades K-2

Funny Money. The Big Idea. Supplies. Key Prep: What s the Math? Valuing units of money Counting by 5s and 10s. Grades K-2 The Big Idea Funny Money This week we ll take coins to a new level, by comparing their values, buying fun prizes using specific amounts, and playing Rock, Paper, Scissors with them! Supplies Bedtime Math

More information

1. Five cards are drawn from a standard deck of 52 cards, without replacement. What is the probability that (a) all of the cards are spades?

1. Five cards are drawn from a standard deck of 52 cards, without replacement. What is the probability that (a) all of the cards are spades? Math 13 Final Exam May 31, 2012 Part I, Long Problems. Name: Wherever applicable, write down the value of each variable used and insert these values into the formula. If you only give the answer I will

More information

3. Solve the following miscellaneous fraction equations:

3. Solve the following miscellaneous fraction equations: Name: Date: / / 1. Solve the following MULTIPLICATION two-step equations: Remember: Get rid of constant FIRST (zero pairs); then, get rid of coefficient (divide on both sides)!! KCC for subtraction!! 5x

More information

Cambridge University Bridge Club Beginners Lessons 2011 Lesson 1. Hand Evaluation and Minibridge

Cambridge University Bridge Club Beginners Lessons 2011 Lesson 1. Hand Evaluation and Minibridge Cambridge University Bridge Club Beginners Lessons 2011 Lesson 1. Hand Evaluation and Minibridge Jonathan Cairns, jmc200@cam.ac.uk Welcome to Bridge Club! Over the next seven weeks you will learn to play

More information

2003 Mount Rainier Math Invitational Sixth Grade Individual Test

2003 Mount Rainier Math Invitational Sixth Grade Individual Test 2003 Mount Rainier Math Invitational Sixth Grade Individual Test Written by Michelle Fong, Kate Iwamoto and Rachel Haller Reduce all fractions and answers should be left in terms of. Questions 1-20 are

More information

Student Outcomes. Lesson Notes. Classwork. Example 1 (3 minutes): Interpreting Number Line Models to Compare Numbers

Student Outcomes. Lesson Notes. Classwork. Example 1 (3 minutes): Interpreting Number Line Models to Compare Numbers Student Outcomes Students compare and interpret rational numbers order on the number line, making statements that relate the numbers location on the number line to their order. Students apply their prerequisite

More information

{ a, b }, { a, c }, { b, c }

{ 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 information

Name: Expressions and Equations

Name: Expressions and Equations Name: Expressions and Equations Lesson 1: Verbal Phrases Write an algebraic expression for each statement. 1) 12 more than a number is 8 2) 21 less than x is 22 3) the difference of x and 19 is equal to

More information

A UNIQUE COMBINATION OF CHANCE & SKILL.

A UNIQUE COMBINATION OF CHANCE & SKILL. A UNIQUE COMBINATION OF CHANCE & SKILL. The popularity of blackjack stems from its unique combination of chance and skill. The object of the game is to form a hand closer to 21 than the dealer without

More information

Campaign Notes for a Grand-Strategic Game By Aaron W. Throne (This article was originally published in Lone Warrior 127)

Campaign Notes for a Grand-Strategic Game By Aaron W. Throne (This article was originally published in Lone Warrior 127) Campaign Notes for a Grand-Strategic Game By Aaron W. Throne (This article was originally published in Lone Warrior 127) When I moved to Arlington, Virginia last August, I found myself without my computer

More information

Buster Blackjack. BGC ID: GEGA (October 2011)

Buster 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 information

Student Outcomes. Lesson Notes. Classwork. Example 1 (3 minutes): Interpreting Number Line Models to Compare Numbers

Student Outcomes. Lesson Notes. Classwork. Example 1 (3 minutes): Interpreting Number Line Models to Compare Numbers Student Outcomes Students compare and interpret rational numbers order on the number line, making statements that relate the numbers location on the number line to their order. Students apply their prerequisite

More information

LESSONPLAN TENTH GRADE

LESSONPLAN TENTH GRADE LESSONPLAN DIVERSITY CARDS Rules: 1. This is a no talking activity. After the rules have been discussed at each table the participants can not talk to the other participants or the facilitator. 2. Once

More information

HAND & FOOT CARD GAME RULES

HAND & FOOT CARD GAME RULES HAND & FOOT CARD GAME RULES Note: There are many versions of Hand & Foot Rules published on the Internet and other sources. Along with basic rules, there are also many optional rules that may be adopted

More information

Poker: Probabilities of the Various Hands

Poker: 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 information

Thank You for Downloading this Resource from MathGeekMama.com!

Thank You for Downloading this Resource from MathGeekMama.com! Thank You for Downloading this Resource from MathGeekMama.com! I sincerely hope you find this resource to be helpful and enjoyable for you and your students! I only ask that you abide by Math Geek Mama

More information

Making Predictions with Theoretical Probability. ESSENTIAL QUESTION How do you make predictions using theoretical probability?

Making Predictions with Theoretical Probability. ESSENTIAL QUESTION How do you make predictions using theoretical probability? L E S S O N 13.3 Making Predictions with Theoretical Probability 7.SP.3.6 predict the approximate relative frequency given the probability. Also 7.SP.3.7a ESSENTIAL QUESTION How do you make predictions

More information

1. Number of Players Two people can play.

1. Number of Players Two people can play. Two-Handed Pinochle Rules (with Bidding) Pinochle is a classic two-player game developed in the United States, and it is still one of the country's most popular games. The basic game of Pinochle is Two-Hand

More information

Here are two situations involving chance:

Here 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 information

Rational. 8 h 24 h. A rational number is a number that can be written as the ratio of two integers = 1. ACTIVITY: Ordering Rational Numbers

Rational. 8 h 24 h. A rational number is a number that can be written as the ratio of two integers = 1. ACTIVITY: Ordering Rational Numbers . rational numbers? How can you use a number line to order The word rational comes from the word ratio. Recall that you can write a ratio using fraction notation. If you sleep for hours in a day, then

More information

1. Theoretical probability is what should happen (based on math), while probability is what actually happens.

1. Theoretical probability is what should happen (based on math), while probability is what actually happens. Name: Date: / / QUIZ DAY! Fill-in-the-Blanks: 1. Theoretical probability is what should happen (based on math), while probability is what actually happens. 2. As the number of trials increase, the experimental

More information

BEGINNING BRIDGE Lesson 1

BEGINNING BRIDGE Lesson 1 BEGINNING BRIDGE Lesson 1 SOLD TO THE HIGHEST BIDDER The game of bridge is a refinement of an English card game called whist that was very popular in the nineteenth and early twentieth century. The main

More information

Maths games and activities to help your child s learning Enjoy!

Maths games and activities to help your child s learning Enjoy! Maths games and activities to help your child s learning Enjoy! DICE GAMES Dice games are fun! They are also one of the oldest of all kinds of games: there are records of dice being played over 5,000 years

More information

Probability MAT230. Fall Discrete Mathematics. MAT230 (Discrete Math) Probability Fall / 37

Probability MAT230. Fall Discrete Mathematics. MAT230 (Discrete Math) Probability Fall / 37 Probability MAT230 Discrete Mathematics Fall 2018 MAT230 (Discrete Math) Probability Fall 2018 1 / 37 Outline 1 Discrete Probability 2 Sum and Product Rules for Probability 3 Expected Value MAT230 (Discrete

More information

Lesson 3. Takeout Doubles and Advances

Lesson 3. Takeout Doubles and Advances Lesson 3 Takeout Doubles and Advances Lesson Three: Takeout Doubles and Advances Preparation On Each Table: At Registration Desk: Class Organization: Teacher Tools: BETTER BRIDGE GUIDE CARD (see Appendix);

More information

SALES AND MARKETING Department MATHEMATICS. Combinatorics and probabilities. Tutorials and exercises

SALES AND MARKETING Department MATHEMATICS. Combinatorics and probabilities. Tutorials and exercises SALES AND MARKETING Department MATHEMATICS 2 nd Semester Combinatorics and probabilities Tutorials and exercises Online document : http://jff-dut-tc.weebly.com section DUT Maths S2 IUT de Saint-Etienne

More information

Grade 8 Math Assignment: Probability

Grade 8 Math Assignment: Probability Grade 8 Math Assignment: Probability Part 1: Rock, Paper, Scissors - The Study of Chance Purpose An introduction of the basic information on probability and statistics Materials: Two sets of hands Paper

More information

4.2.5 How much can I expect to win?

4.2.5 How much can I expect to win? 4..5 How much can I expect to win? Expected Value Different cultures have developed creative forms of games of chance. For example, native Hawaiians play a game called Konane, which uses markers and a

More information

Make better decisions. Learn the rules of the game before you play.

Make better decisions. Learn the rules of the game before you play. BLACKJACK BLACKJACK Blackjack, also known as 21, is a popular casino card game in which players compare their hand of cards with that of the dealer. To win at Blackjack, a player must create a hand with

More information

OPENING THE BIDDING WITH 1 NT FOR BEGINNING PLAYERS By Barbara Seagram barbaraseagram.com.

OPENING THE BIDDING WITH 1 NT FOR BEGINNING PLAYERS By Barbara Seagram barbaraseagram.com. OPENING THE BIDDING WITH 1 NT FOR BEGINNING PLAYERS By Barbara Seagram barbaraseagram.com bseagram@uniserve.com Materials needed: One deck of cards sorted into suits at each table. Every student grabs

More information

Math is Cool Championships Sponsored by: EKA Chemicals 6 th Grade - February 26, 1999 Individual Contest

Math is Cool Championships Sponsored by: EKA Chemicals 6 th Grade - February 26, 1999 Individual Contest Math is Cool Championships - 1998-99 Sponsored by: EKA Chemicals Individual Contest Express all answers as reduced fractions unless stated otherwise. Leave answers in terms of π where applicable. Do not

More information

Homework 8 (for lectures on 10/14,10/16)

Homework 8 (for lectures on 10/14,10/16) Fall 2014 MTH122 Survey of Calculus and its Applications II Homework 8 (for lectures on 10/14,10/16) Yin Su 2014.10.16 Topics in this homework: Topic 1 Discrete random variables 1. Definition of random

More information

Active and Passive leads. A passive lead has little or no risk attached to it. It means playing safe and waiting for declarer to go wrong.

Active and Passive leads. A passive lead has little or no risk attached to it. It means playing safe and waiting for declarer to go wrong. Active and Passive leads What are they? A passive lead has little or no risk attached to it. It means playing safe and waiting for declarer to go wrong. An active lead is more risky. It involves trying

More information

3. If you can t make the sum with your cards, you must draw one card. 4. Players take turns rolling and discarding cards.

3. If you can t make the sum with your cards, you must draw one card. 4. Players take turns rolling and discarding cards. 1 to 10 Purpose: The object of the game is to get rid of all your cards. One player gets all the red cards, the other gets all the black cards. Players: 2-4 players Materials: 2 dice, a deck of cards,

More information

Accidental Adventure Assembly and Rules of Play

Accidental Adventure Assembly and Rules of Play Accidental Adventure Assembly and Rules of Play Assembly Instruction To play this game, you will need a 6-colored spinner or dice with 6 colored stickers affixed. This game will also work with an Eggspert

More information

Corners! How To Play - a Comprehensive Guide. Written by Peter V. Costescu RPClasses.com

Corners! How To Play - a Comprehensive Guide. Written by Peter V. Costescu RPClasses.com Corners! How To Play - a Comprehensive Guide. Written by Peter V. Costescu 2017 RPClasses.com How to Play Corners A Comprehensive Guide There are many different card games out there, and there are a variety

More information

Making Predictions with Theoretical Probability

Making Predictions with Theoretical Probability ? LESSON 6.3 Making Predictions with Theoretical Probability ESSENTIAL QUESTION Proportionality 7.6.H Solve problems using qualitative and quantitative predictions and comparisons from simple experiments.

More information

Grade 7 Data Handling - Probability, Statistics

Grade 7 Data Handling - Probability, Statistics ID : ae-7-data-handling-probability-statistics [1] Grade 7 Data Handling - Probability, Statistics For more such worksheets visit www.edugain.com Answer t he quest ions (1) What is the average of the 11

More information

Daily Warm-Ups MATH AND SCIENCE. Grades 5 6

Daily Warm-Ups MATH AND SCIENCE. Grades 5 6 Daily Warm-Ups MATH AND SCIENCE Grades 5 6 Table of Contents iii Introduction.................................... iv Mathematics................................... 1 Science.......................................

More information

Eleusis The game of predictions

Eleusis The game of predictions Eleusis The game of predictions 1 Equipment A deck of playing cards, Scoring sheets, a keen intellect. 2 Introduction Part of studying science is learning induction, the art of reasoning from specific

More information

CATFISH BEND CASINOS RULES OF THE GAME THREE CARD POKER

CATFISH BEND CASINOS RULES OF THE GAME THREE CARD POKER CATFISH BEND CASINOS RULES OF THE GAME THREE CARD POKER TABLE OF CONTENTS Introduction TCP - 2 Definitions TCP - 2 Cards; Number of Decks TCP - 3 Three Card Poker Rankings TCP - 3 Shuffle Procedures TCP

More information

Pro Xenon Mediathek Ltd. Game Description Superwave 34

Pro Xenon Mediathek Ltd. Game Description Superwave 34 Pro Xenon Mediathek Ltd. Superwave 34 Superwave 34 Description and Rules Superwave 34 is a game with five reels. The visible section is different for each reel. The first, third and fifth reel have a visible

More information

What numbers can we make?

What numbers can we make? Meeting Student s Booklet What numbers can we make? October 12, 2016 @ UCI Contents 1 Even or odd? 2 New currency A present for Dad 4 A present for Mom 5 Challenges 6 Crystal Ball UC IRVINE MATH CEO http://www.math.uci.edu/mathceo/

More information

Name: Exam 1. September 14, 2017

Name: Exam 1. September 14, 2017 Department of Mathematics University of Notre Dame Math 10120 Finite Math Fall 2017 Name: Instructors: Basit & Migliore Exam 1 September 14, 2017 This exam is in two parts on 9 pages and contains 14 problems

More information

November Logic Problems Using the 100-Number Board

November Logic Problems Using the 100-Number Board November Logic Problems Using the 100-Number Board A Create n Time Project 2011 graphic from The Graphic Factory Table of Contents Notes to the Teacher Word Problems Key for the Teacher Create n Time 2011

More information

GAMBLING ( ) Name: Partners: everyone else in the class

GAMBLING ( ) 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 information

Fifth Grade. An Overview of the Second Half

Fifth Grade. An Overview of the Second Half Fifth Grade An Overview of the Second Half Presented by: Anthony Forcinito, Math Specialist Carolyn Clyne, Fifth Grade Teacher Chatsworth Avenue School March 3, 2017 Today s Agenda What fifth graders need

More information