Transcript
Page 1: Fun with Games 3 - Everyday Math with Games Objective To develop ... counters or movers for various games Kid-Made Games Project Masters (Math ... Games add fun, enhance skill development,

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3Fun with Games

Objective To develop problem-solving strategies and

promote mathematical skills and thinking through games.

Terms to Use rules, strategy

Materials Games from Home□ games children bring in

Multicultural Games□ Project Masters (Math

Masters, pp. 68–73)

□ Mancala game

□ counters or movers for various games

Kid-Made Games□ Project Masters (Math

Masters, pp. 74–76)

□ index cards; playing cards

□ counters or movers; dice; spinners (or materials to make them)

□ paper; cardboard; markers; stickers

Addition and Subtraction Facts Games□ Project Masters (Math

Masters, pp. 76A and 76B)

□ Teaching Aid Master (Math Masters, p. 103)

□ Teaching Aid Masters (Math Masters, pp. 105 and 106), or My First Math Book, Activity Sheets 1 and 2

□ small plate; pennies or counters; dominoes (optional)

Introduction

Incorporating games into your curriculum has many benefits. Games add fun, enhance skill development, provide an incentive to learn specific skills, and encourage new thinking. Games offer rich opportunities for children to reinforce and strengthen their developing mathematics skills. While playing games, children learn to apply rules consistently, follow sequences, match actions and symbols, learn the logic of strategies, and apply their growing understanding of numbers. Many games integrate literacy skills, such as using symbols, tracking and sequencing, reading, and communicating. Children make social studies and art connections as they learn games from other countries and make their own games. Games also enhance children’s social skills as they learn teamwork and gain experience resolving conflicts.

NOTE For additional information

about the use of games in

Everyday Mathematics, see

Section 2.2: Games in the

Teacher’s Reference Manual.

See Section 14.3.3 for information

about using games for fact

practice.

NOTE Games provide a strong

bridge between home and school.

This project encourages children

to share games from home with

their classmates. In addition,

children should share games from

school with their families. Playing

mathematics games at home

gives parents natural opportunities

to help children apply the

mathematics they are learning

in school.

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Choose and develop the games ideas presented in this project to fit your classroom and teaching style. You may choose to integrate games into your ongoing schedule of activities, or you might set aside a period of time to focus more intensively on games. Consider creating a games area in the classroom where games can be played and stored. In addition to the games that are outlined here, you can find countless other game suggestions in books, on the Internet, and in stores and catalogs. Inventing your own games is strongly encouraged!

Activity Options

► Games from HomeEncourage children to bring in favorite games from home (labeled with the child’s name) to play during free time, center time, or a designated “games time.” Popular games, such as checkers and Go Fish may be familiar to many children. Invite children to share their games during group time. The class can discuss what they know about the game and how to play it. Help children identify mathematics skills or ideas that are necessary or helpful in playing the game. Have another discussion after children have played the game.

As children play games at school, you may want to engage the class in discussing and resolving issues such as the following:

• Can unfinished games be left out to be played later? Where should they be stored?• How many children can play a game at one time? Can others watch? How should we

decide who’s next? (Many classrooms create sign-up sheets to track turns.)• How many games should be available at one time?• If conflicts occur while playing a game, how should they be resolved?

NOTE When many children have played a particular game at home, you may need to negotiate a set of “school rules” to avoid conflict.

Whole Group Small Group Partners Center

Project 3 Fun with Games

PROJECT

3 Shisima Directions

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Materials � gameboard � 2 sets of 3 markers (Each set

should be a different color.)Players 2Skill Problem-solvingObject of the Game To get 3 water bugs in a rowDirections

1. Players decide who will move from the blackbugs and who will move from the white bugson the gameboard.

2. Players put their markers on the correct colorbugs. Each marker is a bug.

3. Players take turns moving one space alonga line to the next place where the lines meet.(One place is in the middle of the water.)No jumping over another bug!

4. Players try to get their 3 bugs in a row,crossing the middle of the water. The firstplayer with his or her 3 bugs in a row isthe winner.

5. If no one can make a new move, it’s a tie.

Math Masters, p. 68

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► Multicultural Games(Math Masters, pp. 68-73) Introduce games from other countries and cultures to the class. Many of these games have been played for hundreds of years and are the basis for familiar modern games. Children may be interested to learn that often the same game is played in many countries with slight variations (for example, “three-in-a-row” games such as Tic-Tac-Toe, and “distributing games,” such as Mancala). Some of these games are described below.

Three-in-a-Row Games Children all over the world play versions of a game whose object is to align three marks or objects in a row. Three-in-a-row games require little equipment and can be played anywhere. These simple games are for two players. Winning involves more than just chance.

Tic-Tac-Toe is played throughout the United States. Many children are familiar with it. Review how to play, or have children teach each other.

Shisima is a three-in-a-row game from Kenya. Shisima (Shi-SEE-Mah) is a body of water in the Tiriki language. The markers are water bugs. The winner is the first to get all three water bugs in a row. To play, you need copies of Math Masters, pages 68 and 69 and three markers for each player.

Nine Holes is played all over the world and has many different names. The version on Math Masters, pages 70 and 71 originated in England. In addition to the gameboard, each player needs three markers.

Literature Link Here are just a few of the many books that describe games from around the world:

Math Games and Activities from Around the World and More Math Games and Activities from Around the World by Claudia Zaslavsky (Chicago Review Press, 1998; 2003); The Multicultural Game Book by Louise Orlando (Scholastic, 1993); Great Big Book of Children’s Games by Debra Wise (McGraw-Hill, 2003).

PROJECT

3 Nine Holes Directions

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Materials � gameboard � 2 sets of 3 markers (Each set

should be a different color.)Players 2Skill Problem-solvingObject of the Game To get 3 markers in a row on the 9 intersections on the gameboard.Directions

1. Players place their 3 markers on their circlesnext to the gameboard.

2. Players take turns placing one marker onany intersection (where the lines meet) onthe board.

3. If no one has 3 markers in a row afterplacing all 3 of their markers, players tryagain from where they are on the board.They take turns moving one marker at a timefrom one intersection to an open intersectionnext to it.

4. The game is tied if no one can get 3 in a row.

Math Masters, p. 70

PROJECT

3 Owari Directions

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Materials � gameboard � 2 cups� 16 beans or

small countersDirections

1. Players face each other and put thegameboard between them. They place 2beans in each square. Each player takes acup to store his or her beans.

2. Players take turns picking up the beans fromany square on their side and placing 1 beanin each square around the board until thebeans from the chosen square are gone.

3. If a player’s last bean lands on the otherplayer’s side in a square with 1 bean, theplayer whose turn it is takes both beans andputs them in his or her cup.

4. Play continues until there are no beans lefton one side of the board.

5. The winner is the player with the most beans.

Players 2Skill Problem-solvingObject of the Game To collectthe most beans

Math Masters, p. 72

Small Group Partners Center

Section 3

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Distributing Games These games involve the movement of game pieces around a board according to rules. Like three-in-a-row games, many of these have multiple variations and can be played with simple materials.

Mancala has been played throughout the world for thousands of years. It has many variations, but the basic game is suitable for Kindergartners. It is usually played on a gameboard with cups. The game can be purchased or made.

Owari (Oh-WAHR-ee) is a game of sowing seeds from Ghana. It is a simple version of Mancala that can be made in class. You will need Math Masters, pages 72 and 73, and 16 small counters, such as beads or beans.

► Kid-Made Games(Math Masters, pp. 74-76)

Create a center with materials for making games. Use questions such as the following to help individuals or groups of children get started: What is a game? Can we make games? What do we need to think about? What materials do we need? What kind of games do you like to play? Encourage children to use numbers or other math ideas in their games, even though these games need not be exclusively about mathematics. Record children’s ideas and help them create a list of steps for making their games. For children who seem stuck, provide copies of Project Master page 76 to make a simple board game. Making a game with children can spark their ideas. The following are just two examples:

Tug of War Two children can play Tug of War using Math Masters, pages 74 and 75, a die, and a playing piece such as a penny. You can make a larger version using the master as a model.

Concentration Give each child in your class two blank cards and assign each of them a number. Children write their assigned numbers on one card, and represent their numbers with drawings or stickers on the second card. Combine the card pairs into a deck to play Concentration. (You may want to divide the card pairs into several decks, depending on the size of your class.)

Center Small Groups Partners

PROJECT

3 Tug of War Directions

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Materials � gameboard � 1 marker� 1 die

Players 2Skill Understand numbers and countingObject of the Game To move the playing pieceoff the “rope”Directions

1. Players place the marker on the middlecircle.

2. The first player rolls the die and moves themarker that number of circles toward his orher end of the rope.

3. The second player rolls the die and movesthe marker that number toward the oppositeend.

4. Players take turns until one player moves themarker off the rope.

Math Masters, p. 74

Project 3 Fun with Games

PROJECT

3 Blank Gameboard

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Math Masters, p. 76

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Page 5: Fun with Games 3 - Everyday Math with Games Objective To develop ... counters or movers for various games Kid-Made Games Project Masters (Math ... Games add fun, enhance skill development,

► Addition and Subtraction Facts Games(Math Masters, pp. 76A and 76B; Math Masters, pp. 105 and 106 or My First Math Book, Activity Sheets 1 and 2; Math Masters, p. 103)

Throughout the grades, Everyday Mathematics includes many engaging and motivating fact-practice games to lessen the need for tedious drills. Most fact games can be modified to target specific facts. The games described in this section provide opportunities for kindergarten children to practice addition and subtraction facts within 5 and to reinforce combinations of numbers with sums to 10. Introduce these games as children are ready for them, which may not be until later in the year—after they have had time to understand the concepts of addition and subtraction and to explore and practice various strategies for solving simple addition and subtraction problems.

Top-It Facts Games In Activity 4-2, children will learn the standard version of Top-It. (You may remember the game as War.) The more advanced variations, Addition and Subtraction Top-It, described below, target addition and subtraction facts and number comparisons. Because the versions require different number cards, create and label decks for each game. You can use the appropriate number cards on Math Masters, page 105 (laminated or copied on cardstock) or the number cards from My First Math Book, Activity Sheets 1 and 2.

Addition Top-It provides practice with addition facts. To practice sums within 5 (as well as 3 + 3 = 6), create a deck that includes 4 each of number cards 0–3. Game directions can be found on Math Masters, page 76A.

Subtraction Top-It is similar to Addition Top-It but requires a deck with 4 each of number cards 0–5 to practice differences for facts within 5. Game directions can be found on Math Masters, page 76A.

NOTE You can modify Addition

and Subtraction Top-It by using

more or fewer number cards to

target different facts. Another

variation is to use dominoes

instead of cards and have children

add or subtract the dots on each

side of the domino.

Center Small Groups Partners

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PROJECT

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Name Date

Addition and Subtraction Top-It Directions

Materials □  4 each of number cards 0–3 (+ version) □   4 each of number cards 0–5 (- version)Players 2 to 4Skill Practice + and - facts within 5Object of the Games To collect the most cardsDirections: Addition Top-It

1. Place the shuffled deck face down. Each player turns over 2 cards and says the sum of the numbers. The player with the largest sum wins the round and takes all the cards.

2. In case of a tie, each tied player turns over 2 more cards and says the sum. The player with the largest sum takes all the cards.

3. The game ends when there are not enough cards left for each player to have another turn. The player with the most cards wins.

Directions: Subtraction Top-ItPlay like Addition Top-It, but use 0–5 number cards and have each player subtract the smaller number from the larger number in his/her own pair of cards. The player with the largest difference wins the round and takes the cards.

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Math Masters, p. 76A

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Complements of 10 Games These games help children learn combinations of numbers with sums to 10. These are useful facts to learn because they can serve as anchors for learning other facts and because they are important later for multidigit subtraction.

Penny Plate is played with partners. Each pair will need a small plate and 10 pennies. Game directions can be found on Math Masters, page 76B.

For an easier version of this game, have children use a ten frame (Math Masters, page 103) instead of a plate. Player 1 will place a number of pennies on the ten frame. Player 2 then decides how many more pennies are needed to fill the empty spaces on the ten frame. Players check their answers and keep track of their score, just as in Penny Plate.

Go Fish for Ten is a challenging version of the familiar card game, Go Fish, that reinforces sums of 10. Give each small group a deck with 4 cards each of numbers 0–10. (This game works best with 3 or 4 players.) Deal 4 cards to each player and place the remaining cards in the center. On their turns, players “fish” for combinations that add up to 10. So if a player has a 7 in her hand, she will ask another player for a 3 to make a sum of 10. If the player she asks does not have a 3, the first player must “go fish” from the pile in the center. Play then passes to the next player. As players get pairs of cards that add up to 10, they place them faceup in front of them. Play ends when there are no more cards in the center and no more combinations of 10 that can be made. The winner is the player with the most pairs of cards that add up to 10.

Math Masters, p. 76B

NOTE To match children’s

interests or a class theme, you or

the children may want to create a

context for the ten-frame version

of Penny Plate using counters.

For example, they might imagine

that the ten-frame spaces are 10

garages (5 on each side of the

block) and they need to put one

car in each garage. Or, the

spaces could be lily pads and the

counters could be frogs. Children

may wish to decorate ten frames

to match their game contexts.

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PROJECT

3 Penny Plate Directions

Name Date

Materials □  10 pennies □   1 small plastic platePlayers 2Skill Sum-equals-ten factsObject of the Game To get 5 pointsDirections

1. Player 1 turns the plate upside down, hides some of the pennies under the plate, and puts the rest of the pennies on top of the plate.

2. Player 2 counts the pennies on top of the plate and figures out how many pennies are hidden under the plate. If the number is correct, Player 2 gets a point.

3. Players trade roles and repeat Steps 1 and 2. 4. The first player to get 5 points is the winner.

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PROJECT

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Name Date

Addition and Subtraction Top-It Directions

76A

Materials □  4 each of number cards 0–3 (+ version) □   4 each of number cards 0–5 (- version)Players 2 to 4Skill Practice + and - facts within 5Object of the Games To collect the most cardsDirections: Addition Top-It

1. Place the shuffled deck face down. Each player turns over 2 cards and says the sum of the numbers. The player with the largest sum wins the round and takes all the cards.

2. In case of a tie, each tied player turns over 2 more cards and says the sum. The player with the largest sum takes all the cards.

3. The game ends when there are not enough cards left for each player to have another turn. The player with the most cards wins.

Directions: Subtraction Top-ItPlay like Addition Top-It, but use 0–5 number cards and have each player subtract the smaller number from the larger number in his/her own pair of cards. The player with the largest difference wins the round and takes the cards.

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PROJECT

3 Penny Plate Directions

Name Date

Materials □  10 pennies □   1 small plastic platePlayers 2Skill Sum-equals-ten factsObject of the Game To get 5 pointsDirections

1. Player 1 turns the plate upside down, hides some of the pennies under the plate, and puts the rest of the pennies on top of the plate.

2. Player 2 counts the pennies on top of the plate and figures out how many pennies are hidden under the plate. If the number is correct, Player 2 gets a point.

3. Players trade roles and repeat Steps 1 and 2. 4. The first player to get 5 points is the winner.

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