Group items tagged

Welcome to the new TED.com En el escenario de TED2013, Sugata Mitra expone su audaz deseo de TED Prize: "Ayúdenme a diseñar la Escuela de la Nube", un laboratorio de aprendizaje en India, donde los niños pueden explorar y aprender unos de otros, utilizando los recursos y tutorización a través de la nube. Escuchen su visión inspiradora de los Entornos de Aprendizaje Auto-Organizados (EAAO) y aprendan más en tedprize.org.

Tired of difficult calculations? Saying no to long equations? Learn the basic methods of solving equations and get all your answers. Follow our algebra solver guide that we have developed exclusively to help you in your algebra voyage.Our invincible exponent calculatorExponents are not as difficult as they appear to us. Let's just review the basics…

This multimedia resource includes interactive math activities, print activities, learning strategies, and videos that illustrate how math is used in everyday life. The resource addresses the following mathematics topics: Fractions; Integers; Percentages; Rate/Ratio/Proportion; Square Roots; Exponents; Patterns; Algebra; Linear Equations; Polynomials; Angles; Circles; Surface Area and Volume; Area and Perimeter; Triangles; Pythagoras; Trigonometry; Similarity and Congruence; Transformations; Shape Classification; Data Display and Graphs; Central Tendency and Distribution; and Probability.

A great general maths site with lots of tutorials, activities and games which will help your students at school and at home. http://ictmagic.wikispaces.com/Maths

How to find last digit of any number with power | Find the last two digits of a large exponent | unit digit problems with solutions | unit digit concept http://www.allmathtricks.com/unit-digit-number/

In this video explained about logarithm formulas ( Laws of Logarithms) like logarithm addition rule and subtract rule and Base change rules and results on logarithmic inequalities with examples In this video we know about the following concepts in logarithms tutorial Logarithm addition rule (Log of product = Sum of Logs) Generalization of Logarithm product rule Logarithm subtract or quotient rule (log of quotient = difference of logs) Log Base change rules Properties of logarithms Logarithmic inequalities