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Emphasizing hands-on practice, this program is an excellent tool for introducing the basics of linear measurement: its history, terminology, systems, and practical applications. Using both customary and metric rulers, Measurement: The Long and the Short of It will guide your students through the process of taking measurements, performing related calculations using whole numbers and fractions, and arriving at answers they can feel confident with. By the time the program is over, students will understand exactly what measurement is—and why it’s relevant to their lives. Includes a workbook. Correlates to all applicable state and national standards. A Shopware Production. Recommended for middle school, high school, and vocational/technical school. (16 minutes)



 
                

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Copyright date: ©2007




     


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Reading a Ruler: English and Metric Measurements
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In the first lesson, the different forms of English measurement are discussed and displayed as they would appear on a ruler. The viewer also learns how to understand fractions when measuring and how to find exact measurements using a ruler. The secon...(more details)
 
Math in Construction Technology
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In this dramatized program, a contractor trainee prepares an exterior painting estimate for a house that has been vandalized by taking exact measurements, calculating square footage using geometry, adding cost of materials, and multiplying labor cost...(more details)
 
The Story of 1: How a Single Digit Created Math and Changed the World
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The humble digit 1 has in actuality been the prime mover in creating the entire concept of mathematics-and a surprisingly large force in the shaping of world history. This very clever video hosted by the irrepressible Terry Jones of Monty Python fame...(more details)
 
Geometry Basics
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This program presents the building blocks that every student of geometry needs to understand. Topics addressed include inductive and deductive reasoning; terminology such as points, lines, planes, and space; six core postulates; five essential theore...(more details)
 
Parallel Lines and Angles
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Euclid may not have invented parallel lines, but he was probably the first to recognize their implications. This program wraps up the topic of angles by introducing the Parallel Postulate and the Corresponding Angle Postulate, along with three theore...(more details)
 


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