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1007936
In this workshop session, elementary and middle school teachers work with an area model for multiplication and division with fractions and examine operations with decimals. They also explore percents and the relationships among various representations of percentages. Finally, they consider Fibonacci numbers and the place of the golden rectangle as an architectural element throughout history. These ideas are investigated through interactive applets, problem sets, and video. This is session 9 of Learning Math: Number and Operations, a free online course.

Summary

Subject keyword(s)Arithmetic, Decimals, Division, Education, Fractions, Mathematics, Multiplication, Number and operations, Percent, Process skills, Real world applications, Representation
Grade levelElementary School, Middle School, Vocational/Professional Development Education
Intended audienceEducator, Professional/Practitioner
Resource typeInstructional Material
Resource formattext, text/html
Rights1997-2007 Annenberg Media. All rights reserved.

Found in collection(s)

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MSP2: Math and Science Pathways

Content contained within the resource

      In this session, we'll look at several topics related to fractions, percents, and ratios. As in earlier sessions, we'll look at graphical and geometric representations of these topics, as well as some of their applications in the physical world. As you work through the activities in this session, reflect on how mathematics is reasonable and logical, and how it is helpful to look for the logical patterns that emerge when you think about a mathematical situation. For information on required and/or optional material, see Note 1 Part A: Models for the Multiplication and Division of Fractions Part B: Decimals and Percents Part C: Fibonacci Numbers Homework     In this session, you will do the following: •  Understand how to use area models for computation with fractions and decimals •  Use benchmarks to estimate the "reasonableness" of answers to percent problems •  Understand the meaning of "percent" •  Solve percent problems with proportions •  Explore Fibonacci numbers Throughout the session you will be prompted to view short video segments. In addition to these excerpts, you may choose to watch the full-length video of this session. Previously Introduced: New in This Session:   quotative division area model for multiplication common denominator model for division Fibonacci sequence golden mean golden rectangle percent proportion ratio Next > Part A: Models for the Multiplication and Division of Fractions Learning Math Home | Number Home | Glossary | Map | © Session : Index | Notes | Solutions | Video Home | Catalog | About Us | Search | Contact Us| Site Map Tweet | © Annenberg Foundation 2012. All rights reserved. Privacy Policy