Learning Resources LER 7630 - Manual

Learning Resources LER 7630

Learning Resources LER 7630 – Manual, read for free online in PDF format. We hope this helps you resolve any issues you may have. If you have further questions, please contact us through the contact form.

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Table of Contents:

  • Page 4 – Power Solids
  • Page 5 – Introducing Volume; Volume; outside; meniscus
  • Page 6 – Volume Formulas; Prism; Rectangular Prism; Square Prism; Triangular Prism; height
  • Page 7 – Hexagonal Prism; Cylinder; Pyramid; Square Pyramid
  • Page 8 – Triangular Pyramid; Cone; Sphere; π r; Also from Learning Resources
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TM

LER 7630

ACTIVITY GUIDE

A Hands-on Approach to Learning About Area and Volume

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Summary

Page 4 - Power Solids

Ask students how they might organize the shapes into categories based on their features. Write students’ answers on the board. Then, define pyramids and prisms . Hold up an example of a prism and a pyramid for the class. Encourage students to organize the Power Solids again based on this information...

Page 5 - Introducing Volume; Volume; outside; meniscus

5 Introducing Volume Volume , or the capacity of an object, is sometimes confused with surface area. At first glance, the formulas appear somewhat similar. A helpful way to compare the concepts is to explain surface area as the amount of room on the outside of a shape, and volume as the amount of sp...

Page 6 - Volume Formulas; Prism; Rectangular Prism; Square Prism; Triangular Prism; height

Volume Formulas Prism Finding the volume of a general prism is a matter of multiplying the area of the base times the height of the prism: Volume general prism = A x H Identify the variables: A = Area of the base H = Height of the prism The formula for the area of the base of the prism depends upon ...

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