Math Focal Points
Table Of Contents
Background Information for Teachers
If you are looking for teaching ideas on fractions, you may want to browse through the materials collected by the Math Forum in the first resource entry here. The following three resources in this section offer insights into the arithmetic and algebra underlying the Focal Points for sixth graders. Each is a free, online workshop session developed for K-8 teachers by Learning Math.
The lessons and materials available here come from a variety of sites and organizations. Some include offers for video or software, but most are lesson plans, activities, and practice exercises. Topics include operations with fractions, fractions and decimals, fractions and algebra, and equivalent fractions.
MSP full record
In this resource, part of a workshop session, you work with area models to demonstrate visually what happens when you multiply or divide fractions. Visual and insightful! After hands-on practice with these models, the lesson continues with a common denominator model to connect division of fractions with the actual procedure we all use.
(From Fractions, ratios, and percents — MSP full record)
In this first session of a workshop for teachers, participants consider the role of algebra as a thinking tool. You will work with ways to describe and represent mathematical situations through pictures, charts, graphs, or words.
(From Learning Math: Patterns, functions, and algebra — MSP full record)
This is the second session of the workshop described above. In these sessions, teachers explore the uses of variables in describing patterns and relationships. It’s more interesting than it sounds! You will find that algebra is one language used to describe and explain patterns that may look at first like only random facts. Using the tools of algebra can help us to reason and make sense of situations.
(From Learning Math: Patterns, functions, and algebra — MSP full record)
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Copyright
April 2008 — The Ohio State University. This material is based upon work
supported by the National Science Foundation under Grant No. 0424671. Any
opinions, findings, and conclusions or recommendations expressed in this
material are those of the author(s) and do not necessarily reflect the views of
the National Science Foundation.
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Creative Commons License.
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