Fractions - Rectangle Multiplication - A Virtual Manipulative
Visualize and practice multiplying fractions using an area representation. Use this virtual manipulate to graphically demonstrate, explore, and practice multiplying fractions.
The grid shows two fractions multiplied together by showing one fraction in red on the left and another in blue on the bottom of a grid. The area of the overlapping region shown in purple is the product (result of multiplying) the fractions.
There are more instructions to the right of the manipulative.

Author(s): No creator set

Rectangle Division - Virtual Manipulative
Use this virtual manipulate to explore and practice division using pictures.
The grid shows a big number divided by a little number. The big number is the total number of blue and red blocks. The little number is the height of the blue rectangle. The number of red blocks is the remainder left over when the big number is divided by the little number

Author(s): No creator set

Writing Numbers 1 to 10
A very simple animated slide show.Â  Uses rhymes to help students remember how to form the numerals.Â  Narrator prompts students to follow along and practice forming the numerals. Â Viewer clicks through slides.Â

Author(s): No creator set

Line Plotter â€“ A Virtual Manipulative
Line Plotter â€“ Practice drawing lines through a given point having a specified slope. There are more instructions to the right of the manipulative.
Author(s): No creator set

Martha Rose Shulman, "The Simple Art of Vegetarian Cooking" | Chefs at Google
Martha Rose Shulman visited Google LA for a discussion and cooking demo regarding her book "The Simple Art of Vegetarian Cooking." This talk took place on May 14, 2014.
Author(s): No creator set

RISE in Action
Author(s): No creator set

Moving in filmic spaces: Relating camera movements to spatial archetypes in architectural animations
Architects sometimes use architectural animations to explain their designs. To probe the practice of architectural film/animation, this paper assembles filmic spaces as a conceptual tool that connects spatial archetypes with camera movements.
Author(s): Al-Saati, Maha Zeini; David Botta and Robert Woodb

Teachers TV SEN Week
Teachers TV has week of programmes (w/c 30 November) looking at Special Educational Needs (SEN) in action, with examples of good practice in schools, programmes exploring some of the issues facing SEN pupils and those who work with them.
Author(s): No creator set

Brian Greene: The Search For Hidden Dimensions
Brian Greene explains how extra dimensions may solve several problems in physics, and gives his stance on the possibility of a "multi-verse". To learn more about String Theory, watch Brian Greene's "The Elegant Universe" on NOVA: http://www.pbs.org/wgbh/nova/elegant/ Also see Brian Greene's book on String Theory "The Elegant Universe": http://www.amazon.com/Elegant-Universe-Superstrings-Dimensions-Ultimate/dp/0375708111/ref=sr_1_1?ie=UTF8&s=books&qid=1274165084&sr=8-1 Or Brian Greene's book o
Author(s): No creator set

Robert Seyfarth: Theory of Mind
Robert Seyfarth talks about how children develop a 'theory of mind'. Download Quicktime version (720p HD): http://c0116791.cdn.cloudfiles.rackspacecloud.com/Theory-of-Mind-Robert-Seyfarth-RDFTV.mov See more at: http://richarddawkins.net If you enjoy content like this, please consider donating to RDFRS here: http://richarddawkins.net/pages/donate Presented by THE RICHARD DAWKINS FOUNATION Directed by JOSH TIMONEN
Author(s): No creator set

Big Bang Theory panel at Comic Con 2008 Part 2
Part 2 of the "Big Bang Theory" panel at Comic Con in 2008. This one features Q&A from the audience about science, movie quotes, and Star Trek.
Author(s): No creator set

Big Bang Theory panel at Comic Con 2008 Part 3
Part 3 of "The Big Bang Theory" panel at Comic Con in 2008. They talk Pluto and how much the actors are like their characters.
Author(s): No creator set

Differential & Integral Calculus, Lec 15, Math 31A, UCLA
Course Description: Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration. About the Professor: Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul
Author(s): No creator set

Differential & Integral Calculus, Lec 16, Math 31A, UCLA
Course Description: Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration. About the Professor: Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul
Author(s): No creator set

Differential & Integral Calculus, Lec 17, Math 31A, UCLA
Course Description: Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration. About the Professor: Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul
Author(s): No creator set

Differential & Integral Calculus, Lec 18, Math 31A, UCLA
Course Description: Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration. About the Professor: Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul
Author(s): No creator set

Differential & Integral Calculus, Lec 19, Math 31A, UCLA
Course Description: Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration. About the Professor: Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul
Author(s): No creator set

Differential & Integral Calculus, Lec 20, Math 31A, UCLA
Course Description: Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration. About the Professor: Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul
Author(s): No creator set

Differential & Integral Calculus, Lec 21, Math 31A, UCLA
Course Description: Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration. About the Professor: Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul
Author(s): No creator set

Differential & Integral Calculus, Lec 22, Math 31A, UCLA
Course Description: Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration. About the Professor: Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul
Author(s): No creator set