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Etoys for TeachersA Guide for Teachers (and Learners) on using Etoys for learning in and out of the classroom.
http://etoys4teachers.blogspot.com/
A Guide for Teachers (and Learners) on using Etoys for learning in and out of the classroom.
http://etoys4teachers.blogspot.com/
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Etoys for Teachers | etoys4teachers.blogspot.com Reviews
https://etoys4teachers.blogspot.com
A Guide for Teachers (and Learners) on using Etoys for learning in and out of the classroom.
etoys4teachers.blogspot.com
Etoys for Teachers: August 2010
http://etoys4teachers.blogspot.com/2010_08_01_archive.html
A Guide for Teachers (and Learners) on using Etoys for learning in and out of the classroom. Sunday, August 1, 2010. Etoys Challenge #1: Help 6th graders figure out for themselves how to derive the value of Pi. Why I think this is possible. I created a project in Etoys ( Circle Explorer. In Etoys that uses squares, you can add a triangle by opening the object catalog, click on find and type triangle, then move around the vertices to create different triangles.). My initial thoughts on how to do this.
Etoys for Teachers: July 2010
http://etoys4teachers.blogspot.com/2010_07_01_archive.html
A Guide for Teachers (and Learners) on using Etoys for learning in and out of the classroom. Friday, July 30, 2010. Circle Explorer: Exploring the Area of a Circle (the Archimedes way). What is " Circle Explorer. Circle Explorer is a tool that lets you inscribe and circumscribe regular polygons in a circle. It can be used to figure out the area and perimeter of Circle. It lets you figure out for your self, how Archimedes discovered Pi. What happens when the # of sides of the Polygon increase?
Etoys for Teachers: Etoys Challenge #1: Help 6th graders figure out for themselves how to derive the value of Pi
http://etoys4teachers.blogspot.com/2010/08/etoys-challenge-1-help-6th-graders.html
A Guide for Teachers (and Learners) on using Etoys for learning in and out of the classroom. Sunday, August 1, 2010. Etoys Challenge #1: Help 6th graders figure out for themselves how to derive the value of Pi. Why I think this is possible. I created a project in Etoys ( Circle Explorer. In Etoys that uses squares, you can add a triangle by opening the object catalog, click on find and type triangle, then move around the vertices to create different triangles.). My initial thoughts on how to do this.
Etoys for Teachers: Circle Explorer: Exploring the Area of a Circle (the Archimedes way)
http://etoys4teachers.blogspot.com/2010/07/circle-explorer-exploring-area-of.html
A Guide for Teachers (and Learners) on using Etoys for learning in and out of the classroom. Friday, July 30, 2010. Circle Explorer: Exploring the Area of a Circle (the Archimedes way). What is " Circle Explorer. Circle Explorer is a tool that lets you inscribe and circumscribe regular polygons in a circle. It can be used to figure out the area and perimeter of Circle. It lets you figure out for your self, how Archimedes discovered Pi. What happens when the # of sides of the Polygon increase?
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Squeakland News: Mai 2011
http://squeaklandnews.blogspot.com/2011_05_01_archive.html
Freitag, 27. Mai 2011. Squeakfest Uruguay 2011- Day 2, Steve's Talk. You can find more of it here: http:/ mrstevesscience.blogspot.com/. And here http:/ etoys4teachers.blogspot.com/. Squeakfest Uruguay 2011- Day 2. We arrived around 8:30 at the university for Squeakfest and I tested the internet connection for our online talks. Thanks to Bert and the technicians at the university, we got it connected. So Steve's and Walter's talk should be no problem. Donnerstag, 26. Mai 2011. Squeakfest in Montevideo ha...
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Etoys 123 - Secure Online Shop
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Etoys for Teachers
A Guide for Teachers (and Learners) on using Etoys for learning in and out of the classroom. Sunday, August 1, 2010. Etoys Challenge #1: Help 6th graders figure out for themselves how to derive the value of Pi. Why I think this is possible. I created a project in Etoys ( Circle Explorer. In Etoys that uses squares, you can add a triangle by opening the object catalog, click on find and type triangle, then move around the vertices to create different triangles.). My initial thoughts on how to do this.
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