Schottenbauer Publishing

Showing posts with label olympics. Show all posts
Showing posts with label olympics. Show all posts

Sunday, January 10, 2016

New Video Previews Geometry Workbooks

A new YouTube video previews the Geometry Workbook series from Schottenbauer Publishing






As featured in the video, students can use the books to practice using a protractor to measure angles. Students can also practice using a ruler to measure size, calculate area, and estimate proportions to real-life scale. Each printed book contains 30 pages with one diagram per page, including ample space for drawing, making calculations, and taking notes. 

The books range in difficulty from easy to difficult. Easy topics include ballet, yoga, and cars, which present simple angles without distraction. Advanced books, featuring more complicated angles, include Summer Olympics, Winter Olympics, Archery & Fencing, Gymnastics, Figure Skating, Water Sports, Architecture, Home Construction, and Gardens. These books can be integrated into elementary classes in math, art, and physical education.


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Monday, October 5, 2015

Geometry Workbooks are Exciting & Innovative!

The Adventures in Geometry Workbook series from Schottenbauer Publishing provide an fresh and insightful perspective to elementary math studies! Focused on popular topics, such as architecture, home construction, gardens, cars, and sports, these geometry books are appealing for elementary students. 

All Adventures in Geometry books are available in English and German. Some books are translated into 17 world languages (English, German, French, Spanish, Portuguese, Italian, Norwegian, Swedish, Russian, Ukrainian, Chinese, Japanese, Korean, Arabic, Hebrew, Turkish, Hindi)!

Consider the following excerpt from The Geometry of Home Construction.

Truss Designs Excerpted from
"The Geometry of Home Construction"
by M. Schottenbauer, Ph.D.

Discussion Questions
  1. Measure all the shaded angles in each diagram. Write the numbers on the diagram directly.
  2. For each diagram, make a table with all of the angles listed in order, from lowest to highest.
  3. For each diagram, calculate the: (a) maximum angle, (b) minimum angle, (c) average angle, (d) median angle, and (e) modal angle.
  4. Identify whether each angle is a right angle, acute, or obtuse.
  5. Which diagram has the most right angles? Acute angles? Obtuse angles?
  6. For each diagram, make a table listing the number of right, acute, and obtuse triangles.
  7. Which diagram has the most right triangles? Acute triangles? Obtuse triangles?
  8. Using a ruler, measure all line segments in each diagram. For each diagram, make a table, listing line segments from short to long.
  9. Which truss design is taller? Wider? 
  10. Which truss design contains more triangles? 
  11. Which truss design requires the most wood?
  12. For each triangle, calculate the area. 
  13. For each diagram, make a table and list the areas from smallest to largest.
  14. Which diagram contains a larger shaded area?


Additional books from Schottenbauer Publishing can be located on the blog Science and Math Education.


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