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Mike's Tech Math Blog | Where “how meets why”…

Where "how meets why"...

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Mike's Tech Math Blog | Where “how meets why”… | mikelindstrom.wordpress.com Reviews

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Where "how meets why"...

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1

Hello world! | Mike's Tech Math Blog

https://mikelindstrom.wordpress.com/2006/11/12/hello-world

Mike’s Tech Math Blog. Where “how meets why”…. I’ve created this blog as a resource for teachers and students of mathematics and technology education. The primary goal is to regularly pick a technology topic and explain the underlying mathematics. I welcome the comments and contributions of anyone with experience in the topics presented, and together I hope that we can provide a context for teaching mathematics and a solid connection to the mathematics behind technology applications. You are commenting u...

2

The Slippery Slope of Pitch… | Mike's Tech Math Blog

https://mikelindstrom.wordpress.com/2006/11/14/the-slippery-slope-of-pitch

Mike’s Tech Math Blog. Where “how meets why”…. The Slippery Slope of Pitch…. Slope is a mathematical concept that is critical to much work in Algebra and other courses. The equivalent concept in Building Construction is Pitch. So a roof that “rises” 5 inches vertically in a “run” of 12 inches horizontally, is referred to as a 5/12 pitch roof. Measuring pitch from roof surface: measure down to the shingles from a 12″ mark on the level. Measuring pitch when in attic: Measure up to the rafter from a 12&#824...

3

Getting Things Square With the World: 3-4-5 Triangles | Mike's Tech Math Blog

https://mikelindstrom.wordpress.com/2007/01/22/getting-things-square-with-the-world-3-4-5-triangles

Mike’s Tech Math Blog. Where “how meets why”…. Getting Things Square With the World: 3-4-5 Triangles. Construction projects often need to have precise 90 degree or “square” angles. But often the available tools (such as a carpenter’s square) are simply too small to guarantee the accuracy needed for large projects such as laying out the foundation of a house. So carpenters and concrete formers will often employ a 3-4-5 triangle technique to ensure accurate 90 degree angles. Therefore using triangle dimens...

4

November | 2006 | Mike's Tech Math Blog

https://mikelindstrom.wordpress.com/2006/11

Mike’s Tech Math Blog. Where “how meets why”…. Archive for November, 2006. Bull; November 29, 2006 • Leave a Comment. The Slippery Slope of Pitch…. Bull; November 14, 2006 • 14 Comments. Bull; November 12, 2006 • 4 Comments. Jeanne on Getting Things Square With the…. On Getting Things Square With the…. Shane on Getting Things Square With the…. On Getting Things Square With the…. Darcy on The Slippery Slope of Pit…. Getting Things Square With the World: 3-4-5 Triangles. The Slippery Slope of Pitch.

5

January | 2007 | Mike's Tech Math Blog

https://mikelindstrom.wordpress.com/2007/01

Mike’s Tech Math Blog. Where “how meets why”…. Archive for January, 2007. Getting Things Square With the World: 3-4-5 Triangles. Bull; January 22, 2007 • 33 Comments. Jeanne on Getting Things Square With the…. On Getting Things Square With the…. Shane on Getting Things Square With the…. On Getting Things Square With the…. Darcy on The Slippery Slope of Pit…. Getting Things Square With the World: 3-4-5 Triangles. The Slippery Slope of Pitch. Create a free website or blog at WordPress.com.

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Mike's Tech Math Blog | Where “how meets why”…

Mike’s Tech Math Blog. Where “how meets why”…. Getting Things Square With the World: 3-4-5 Triangles. Bull;January 22, 2007 • 41 Comments. So, mathematically why does this technique create a perfect right angle? Where A and B are the two legs of the right triangle and C is the hypotenuse. If we substitute the numbers from a 3-4-5 triangle into this formula, we then have:. For example; suppose the carpenter chose to use triangle legs of 6 and 7 feet. Using the Pythagorean theorem we would find:. Solving f...

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