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Contexts for Learning Mathematics, Level 2
Investigating Multiplication and Division

Catherine Twomey Fosnot, City College of New York

ISBN 978-0-325-01053-3 / 0-325-01053-6 / 2007 / 560pp / Books + CD-ROM
Imprint: FirstHand
Availability: In Stock

Grade Level: 3-5

List Price: $159.00
Part of the The Contexts for Learning Mathematics Series
Learn More
Description
The new Contexts for Learning Mathematics series by Catherine Fosnot and colleagues from Mathematics in the City and the Freudenthal Institute uses carefully crafted math situations to foster a deep conceptual understanding of essential mathematical ideas, strategies, and models.
 
Investigating Multiplication and Division (Grades 3–5) is the second level in the Contexts for Learning Mathematics series. In this package five classroom-tested units explore with increasing sophistication big ideas in multiplication and division including systematic factoring, the distributive, associative, and commutative properties, as well as their use in computation. 17 posters (15” x 24”) use rich imaginable contexts—realistic and fictional—to set the stage for learning. Two resource guides containing strings of related minilessons support instruction throughout the year and are ideal for differentiating instruction. An overview book and CD-ROM provides professional support with print and video resources for your math workshop.
 
For more information about Contexts for Learning Mathematics, please visit http://www.contextsforlearning.com.
Table of Contents
     
    Investigating Multiplication and Division (Grades 3–5)is organized around five classroom-tested units.
     
    Groceries, Stamps, and Measuring Strips: Early Multiplication
    by Frans van Galen and Catherine Twomey Fosnot
    Groceries, Stamps, and Measuring Strips uses baker’s trays, patio tiles, and other real-world resources to introduce fundamental multiplication strategies. The careful arrangements of these resources invite repeated addition, skip-counting, and doubling strategies, as well as introduce the language of grouping. Measurement strips are used to explore the relationships between products.
     
    The Big Dinner: Multiplication with the Ratio Table
    by Catherine Twomey Fosnot
    In The Big Dinner the preparation of a turkey dinner introduces early multiplication strategies and supports automatizing the facts, using the ratio table, and developing the distributive property with large numbers. Strings of problems guide learners toward computational fluency with whole-number multiplication and build automaticity with multiplication facts by focusing on relationships.
     
    Muffles’ Truffles: Multiplication and Division with the Array
    by Antonia Cameron and Catherine Twomey Fosnot
    A chocolatier’s efforts to cope with the operational challenges of running a truffle shop (counting, pricing, and labeling assorted boxes of chocolates) in Muffles’ Truffles introduces students to the open array as a model for multiplication and division. A series of investigations explore place value—the multiplicative structure of our base-ten system and quotative division—and big ideas in multiplication, including the distributive, associative, and commutative properties.
     
    The Teachers’ Lounge: Place Value and Division
    by Chris Natale and Catherine Twomey Fosnot
    The stocking of water and juice vending machines in The Teachers’ Lounge introduces big ideas related to division. As students consider different ways to inventory the contents of each machine, they employ a repertoire of strategies, including the use of the ten-times strategy, partial products and partial quotients, the associative property, and the distributive property of multiplication over addition— the basis for the long-division algorithm.
     
    The Box Factory: Extending Multiplication with the Array
    by Miki Jensen and Catherine Twomey Fosnot
    The focus of The Box Factory is the deepening and extending of students’ understanding of multiplication, specifically the associative and commutative properties and their use with computation; systematic factoring; and the extension of students’ understanding of two-dimensional rectangular arrays to three-dimensional arrays within rectangular prisms. The concepts are explored within the context of a box factory where boxes are designed to meet specific size and space requirements.
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