Arihant CBSE Laboratory Manual Mathematics Class 9

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Once William Paul Thurston said, "Mathematics is not about numbers, equations, computations, or algorithms: it is about Understanding." It is a constant effort of NCERT that it puts on its textbooks to promote clearer understanding of concepts in every student. As important as theoretical study is, Practical study is also essential to prove theories into realities. The freshly updated edition of "LABORATORY MANUAL- Mathematics" for class IX has been designed as a complete package to understand all the relevant mathematical experiments in a simple, lucid and interactive manner. Strictly based on CBSE guidelines, each activity includes theory to give deep insights into each concept, formula, term & definition, etc. Viva Voce questions, Notes, Suggested Activities, Applications, etc. are accumulated to make concepts clearer in accordance with the curriculum. Along with the Activities, all the projects listed in NCERT Lab Manual have also been properly covered. This book serves as a step-by-step guide for conducting experiments in such a way that students will not need to refer to any other book for explanations of the concepts. An all-inclusive guidance book for Maths laboratory activities Coverage of each activity in a simple and lucid manner Detailed and Step-by-Step procedure for each activity Accurate Figures, Illustrations, and Diagrams in each activity Detailed Demonstration and Calculations with each activity Notes, Applications, etc., with each activity TABLE OF CONTENT Activity (1-34), List of Projects- (To Develop Heron's formula for area of a triangle, story of π, Chronology of Indian Mathematicians with their contributions, Development of formula for the area of a cyclic quadrilateral, With rectangle of given perimeter, finding the one with a maximum area and with rectangle of given area, finding the ones with least perimeter, Knowledge and classification of solid figures with respect to surface areas and volumes, Generation of Pythagorean triplets, Magic squares, with cuboid of given surface area, finding the one with maximum volume and with cuboid of given volumes, finding one with least surface area, Mathematical designs and patterns, Application of algebra in day-to-day life

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