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Equations solver - GetEasySolution.com Icon Archive - Search 502,979 free icons, desktop icons, download icons, social icons, xp icons, vista icons Autour des maths - Cours et vulgarisation Textes pour la classe de math sup Articles de vulgarisation De l'humour Textes pour la classe de math sup (MPSI) Pour tous : guide de l'expert en calcul algébrique Exercices pour préparer la rentrée en MPSI Des lexiques de algèbre linéaire algèbre bilinéaire géométrie Résumé sur les propriétés du triangle, avec indications de démonstrations Cours de mathématiques, sans les démonstrations ; pdf, et source tex. Les exercices correspondants : Des énoncés de devoirs surveillés (en word 2000) : un cours de calcul formel avec maple en 10 TP (énoncés en word, corrigés maple à télécharger) même cours, version mathematica Voir aussi Site de Michel Quercia : michel.quercia.free.frSite de Gilles Dubois : gilles.dubois10.free.fr Articles de vulgarisation mathématique M'écrire pour commentaires, corrections à proposer, et suggestions, merci !

Videos and Worksheets | Corbettmaths 2D shapes: names Video 1 Practice Questions Textbook Exercise 2D shapes: quadrilaterals Video 2 Practice Questions Textbook Exercise 3D shapes: names Video 3 Practice Questions Textbook Exercise 3D shapes: nets Video 4 Practice Questions Textbook Exercise 3D shapes: vertices, edges, faces Video 5 Practice Questions Textbook Exercise Addition: column method Video 6 Practice Questions Textbook Exercise Algebra: changing the subject Video 7 Practice Questions Textbook Exercise Algebra: changing the subject advanced Video 8 Practice Questions Textbook Exercise Algebra: collecting like terms Video 9 Practice Questions Textbook Exercise Algebra: completing the square Video 10 Practice Questions Textbook Exercise Algebra: dividing terms Video 11 Practice Questions Textbook Exercise Algebra: equation of a circle Video 12 Practice Questions Textbook Exercise Algebra: expanding brackets Video 13 Practice Questions Textbook Exercise Algebra: expanding two brackets Video 14 Practice Questions Textbook Exercise

Free Trigonometry Practice Tests Our completely free Trigonometry practice tests are the perfect way to brush up your skills. Take one of our many Trigonometry practice tests for a run-through of commonly asked questions. You will receive incredibly detailed scoring results at the end of your Trigonometry practice test to help you identify your strengths and weaknesses. Pick one of our Trigonometry practice tests now and begin! High school Trigonometry classes introduce students to various trigonometric identities, properties, and functions in detail. Like Pre-Algebra, Algebra I, and Algebra II classes, Trigonometry classes focus on functions and graphs. Trigonometric identities are also discussed in Trigonometry classes; students learn about the sum and product identities, as well as identities of inverse operations, squared trigonometric functions, halved angles, and doubled angles. Another major part of Trigonometry is learning to analyze specific kinds of special triangles.

Un inconnu fait une découverte majeure en mathématiques Yitang Zhang. Si ce nom ne vous dit rien, c’est normal. L’homme, qui était encore un inconnu il y a quelques semaines de cela, fait l’objet de toutes les attentions de la part des mathématiciens les plus talentueux de la planète. Un nombre premier est un entier naturel qui admet exactement deux diviseurs entiers et positifs (1 et lui-même). 2,3,5,7,11,13 sont premiers, par exemple. Yitang Zhang obtient son doctorat en 1992 à l’Université Purdue, il est aujourd’hui maître de conférence à l’Université du New Hampshire, mais était totalement inconnu des mathématiciens de notre monde. Mais comment est-il possible que cet homme ait pu rester dans l’ombre ? [ gizmodo ] Téléchargez les meilleurs softs

Basic Differentiation Tutorial | Vivax Solutions Differentiation The process of finding the gradient or slope of a function is the differentiation. We used to find the gradient of a straight line, just by dividing the change in 'y' by change in 'x', in a certain range of values. However, when it comes to a curve, it is not easy to find the gradient or slope as the very thing we want to measure, keeps changing from point to point. we have to draw tangents at all those points and then find the gradients individually. If we stick to this method we will have to draw hundreds, if not thousands, of tangents to find the gradient at various points of the curve; enough work to put off someone doing maths for decades! Good news is that there is a method that comes to our rescue. If y = xn then dy/dx = nxn-1 That means, if a curve is in the form of y = xn , its gradient at any point is given by nxn-1 . E.g. y = x2 - 2x So, dy/dx = 2x -2 Now we can find the gradient at any point on the curve by just putting the value of 'x' in it. E.g.1 E.g.2 E.g.3 E.g.4