BBC Weather Report
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She Was My Everything
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2011 Roller Coasters
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English Movie
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Latin Grammar
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Exponential Equations with Different Bases - Problem 1 of 4
This video is a continuation and demonstrates how to solve exponential equations when bases cannot be written as the same base. (2:29)
Reading Box-and-Whisker Plots
Using a word problem, Sal Khan demonstrates how to read a Box-and-Whisker Plot in this three-minute video.
Chemistry Review
This is VERY brief, sixteen-minute, overview of the chemistry needed for Real Science-4-Kids Biology.
Planning social mix. A critical review of programs [VO] / Jürgen Friedrichs
Planning social mix. A critical review of programs [version anglaise] / Jürgen Friedrichs. In "Mixité : an urban and housing issue? Mixing people, housing and activities as urban challenge of the future", 23ème colloque international de l'European Network for Housing Research (ENHR), organisé par le Laboratoire Interdisciplinaire Solidarités, Sociétés, Territoires (LISST) à l'Université Toulouse II-Le Mirail, 5-8 juillet 2011.
Plénière 1: Mi
UCSD Pharm201 Structural Bioinformatics Futures
By: Phil This is a podcast and slides of a lecture given on Dec 2, 2011 in the course Phar201 (http://www.sdsc.edu/pb/edu/pharm201/) at the University of California San Diego. The lecture considers the future of structural bioinformatics and biological data more generally.
Lecture 19a: Math. Analysis - Uniform convergence
The first part of the twentyfourth class in Dr Joel Feinstein's G12MAN Mathematical Analysis module is about uniform convergence. Further module materials are available for download from The University of Nottingham open courseware site: http://unow.nottingham.ac.uk/resources/resource.aspx?hid=c6c045f6-286d-6b9f-b96c-36a998632fc3 and on iTunes U: http://itunesu.nottingham.ac.uk/albums/71.rss Dr Feinstein's blog may be viewed at: http://explainingmaths.wordpress.com Dr Joel Feinstein is an Associ
Lecture 19b: Math. Analysis - Rigorous Differential Calculus
The second part of the twentyfourth class in Dr Joel Feinstein's G12MAN Mathematical Analysis module is about Rigorous Differential Calculus. Further module materials are available for download from The University of Nottingham open courseware site: http://unow.nottingham.ac.uk/resources/resource.aspx?hid=c6c045f6-286d-6b9f-b96c-36a998632fc3 and on iTunes U: http://itunesu.nottingham.ac.uk/albums/71.rss Dr Feinstein's blog may be viewed at: http://explainingmaths.wordpress.com Dr Joel Feinstein
Natural Logarithm - Problem 3 of 3
This video is a continuation and describes the family of functions. It demonstrates how any exponential function can be described with base “e” and provides examples. (4:08)
How to Get More Out of Google
This is a slide show, but it is well worth showing students who may think they just need to type in a word or phrase to find material. You just need to click on each slide. It is very worthwhile, and it is extra good because it warns students about the dangers of working with Wikipedia as a reference tool for research.
O Christmas Tree
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Beginner S6 #24 - Partying in a Japanese Haunted House
Learn Japanese with JapanesePod101.com! When you get to the golf course at the Japanese country club, you’re about to drive your ball off the first tee when you notice a few menacing clouds rolling in. It looks like it’s going to start storming within the hour. Your golf partner mentions in Japanese that he thinks [...]
Femmes et droit en Islam - Sana Ben Achour (audio)
Le propos est de montrer comment, aujourd’hui, dans les pays de culture musulmane, notamment dans les pays du Maghreb, se réarticule, se construit et se noue autour de la réforme du statut personnel ou de la famille, un système de normativité où droit et religion, tradition et modernité, droits universels et spécificités culturelles et identitaires, sont en «équilibre transactionnel » (pour reprendre une formule chère à Jacques Berque). Il est donc important de retracer la gen
Playlist Trailer: "I Am Diversity" at Darden
The Darden School has as a core part of its mission to foster a diverse community that broadens understanding and elevates performance. We believe diversity is not captured purely in numbers or visual manifestations. Diversity is a combination of backgrounds, ideas and perspectives all shaped by our own unique experiences. It is most elegantly captured in the individual stories that make up the deep, textured fabric of a community. We invite you to hear our stories through this video series. To
Alumni Board of Directors Chair Jennifer McEnery Finn (MBA '00): A Special Message
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