Ethiopia attempts to insulate against drought
Nov. 23 - As the worst drought in decades ravishes the Horn of Africa, Ethiopia is taking steps to avoid repeating the devastating famine of the 1980s. Deborah Gembara reports.
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SFSP Lille 2011 - Conférence inaugurale : L’expert et la décision en santé publique

Titre : SFSP Lille 2011 - Conférence inaugurale : L’expert et la décision en santé publique
Intervenant(s) : Didier Tabuteau, Vice-président de la SFSP et directeur de la Chaire de santé de Sciences-Po
Résumé : L’expert s’est imposé comme une figure centrale des politiques de santé publique. À travers les préoccupations de sécurité sanitaire, les programmes de santé publique et le développement de l’évaluation en santé, l’expert a acquis une légit
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SFSP Lille 2011 – Le Plan cancer 2009-2013 : médecine personnalisée et médecine de Santé publi

Titre : SFSP Lille 2011 – Le Plan cancer 2009-2013 : faire converger médecine personnalisée et médecine de Santé publique, et intégrer la réduction des inégalités sociales de santé face au cancer
Intervenant(s) : Grünfeld Jean-Pierre - Université Paris Descartes, Hôpital Necker
Résumé : L’objectif et la difficulté d’un Plan de santé sont de faire converger médecine personnalisée et médecine de Santé publique. En outre un Plan cancer doit contenir des
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Examples

  • 1.   The condition ‘is equal to’ is a relation on any set of real numbers because, for any x, y in the set, the statement ‘x is equal to y’ is either definitely true or definitely false. This relation is usually denoted by the symbol =. For this relation, each real number in the set is related only to itself!

  • 2.   The condition ‘is less than’ is a relation on any set of real numbers, and we usually
    Author(s): The Open University

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    Except for third party materials and/or otherwise stated (see terms and conditions) the content in OpenLearn is released for use under the terms of the Creative Commons Attribution-NonCommercial-Share

Conference on Global Regulation of Nanotechnologies Part II
Conference on Global Regulation of Nanotechnologies Part II: From Labs to Markets: The Commerce of Nanotechnologies
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Kneeling Pull-Downs w/ retraction
Teaching: • Start in kneeling position • Grab handles with overhead grip Coaching: • Initiate movement at shoulder blades • Pull handles down until level with clavicle • Keep core tight Common Errors: • Core is not tight • Athlete does not allow full extension of arms to occur
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Stability Push-Pull
Teaching: • Start in athletic stance perpendicular to keiser • Grab both handles Coaching: • Push with one arm while simultaneously pulling with the other • Keep core tight Common Errors: • Core is not tight • Athlete rotates core
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Logarithmic Functions - Problem 1 of 3
This video is a continuation and reviews the definition of a logarithmic function and demonstrates how to graph a logarithmic function.  (5:27)
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Exponential Growth - Problem 1 of 3
This video is a continuation and demonstrates how to use the exponential growth formula to solve an example problem.  (4:31)
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An evaluation of Simventure
This paper discusses the value of providing a simulated experience of how organisations work enabling skills and knowledge from disparate subject areas to be synthesised and assimilated in solving complex business problem
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http://creativecommons.org/licenses/by-nc-sa/2.0/uk/

SML 2011 – IRM et épilepsie

Titre : SML 2011 – L’apport de l’imagerie cérébrale dans la recherche de la cause de l’épilepsie. IRM et épilepsie
Intervenant(s) : Anne TISSERAND (Service de neuroradiologie diagnostique et thérapeutique – CHU de Nancy)
Résumé : L’apport de l’imagerie cérébrale dans la recherche de la cause de l’épilepsie.
L’auteur n’a pas transmis de conflit d’intérêt concernant les données diffusées dans cette vidéo ou publiées dans la référen
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Jessica Day, MSN, CNM Certified Nurse Midwife
Meet Jessica Day, MSN, CNM. Mrs.Day was awarded her MSN by the University of Illinois at Chicago. Her Specialties are Nurse-Midwifery. She sees patients at the East Cooper Medical Arts Center in Mount Pleasant and at MUSC Women's Health at Cannon in Charleston. Mrs.Day is a South Carolina native.
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Damped Harmonic Motion
cnx CAP

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Spotted Flycatcher Incubating Eggs in Nest
This short video gives excellent real life footage of a Spotted Flycatcher sitting on her eggs. Students will enjoy seeing the bird in its natural environment and watching a male Spotted Flycatcher bringing the female a bug. This is a great resource to help build background knowledge and to help make real world connections between nature and the classroom. (Less Than 2 Minutes)
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Money talks: December 26th 2011


Author(s): The Economist

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Rights not set

A Little France in Your Toast
This 3:21 long video deals with how to make French Toast. Some interesting facts are presented and good tips.
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Photosynthesis
This narrated slide show defines photosynthesis as the way in which plants grow by converting light energy to chemical energy which is stored in the form of sugar.  The slide show contains bright photos  along with a labeled diagram of a plant cell.  (02:30)
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Developing Analytical and Communication Skills in a Mock-Trial Course Based on the Famous Woburn, Ma
This Journal of Geoscience Education article discusses a mock trial in which undergraduates serve as expert witnesses and law students serve as their attorneys. The article identifies the trial as an effective vehicle for developing quantitative skills and enhancing written and oral communication skills. The course discussed is unabashedly about applying scientific principles to solve real-world problems. The entire course revolves around the analysis, interpretation, and presentation of scienti
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Life Cycle of Stars
Students in grades 9-12 analyze characteristics that indicate human life cycles, and then apply these observational principles to various NASA pictures of stars to synthesize patterns of stellar life cycles.
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Missing Angle Puzzles
This lesson lays some of the ground work for eventually writing two column proofs. In the lesson students use known geometric facts to solve for missing angles. Students are asked to identify the key concepts required for the solution and to record the a path for finding the measure of a particular angle. Key concepts include the sum of the measures of the interior angles of a triangle and quadrilateral, parallel line relationships, and what can and cannot be assumed from a drawing.
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