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Mathematics is an important subject in academic life of students for developing their problem-solving and critical thinking skills. To be well-versed in mathematics, focusing on the basics is required for all students. With strong basics, students will understand the topics of advanced level more easily and effectively. For that, all students should follow their textbooks diligently from the beginning and practice with model question sets timely for analyzing their learning improvement. All chapters that are included in curriculum are equally important for students to build their extensive concept in mathematics. In this article, students will get an overview of all the topics they have to learn from basics to advanced level in their academic lessons. Problem oriented discussion with detail explanation about the respective solutions are also given for providing a compiled study resources to students. With advanced level problems and solutions students will also be prepared for attempting any competitive exam. The complete list of the topics enables students to revise their learned chapters and focus on the pending portion during their full learning session.List of Maths Articles for Grade 3 to Grade 10The maths articles are prepared for making students acquainted with both of their academic lessons and preparation strategy for various competitive exams. If students go thoroughly that covers all chapters from basic level to advanced learning they will get the primary view of their whole learning. Different important chapters like fractions, angles, algebraic expressions, decimals, analytic geometry, mensuration, trigonometry etc. have been presented with all types of problems from exam perspective and their appropriate solutions. With the additional practice sets and model questions papers students will find enough practice materials to continue their practice and learn from self-evaluation. By practicing with these practice sets students develop their quality problem-solving skills which give effective results during their exams. They become able to attempt all types of questions according to difficulty level within time which is the result of effective practicing. Students will find all study materials, model question paper, practice sets and solutions with clear explanation related to all topics of their academic session from this articles. Students just have to click on the below mentioned links for getting the detail description of each chapter they are going to learn:Maths Articles for Grade 3, 4, 5, 6, 7, 8, 9 & 10 Standard Value Added Tax (VAT)Sales Tax (Trade tax)GST FormulaSGST FormulaCGST FormulaIGST Formula Also see:Bangla Namta These articles are authored by distinguished educators from around the world. This article explains various divisibility rules and why they work. An article to read with pencil and paper handy. Scheduling games is a little more challenging than one might desire. Here are some tournament formats that sport schedulers use. Time for a little mathemagic! Choose any five cards from a pack and show four of them to your partner. How can they work out the fifth? The reader is invited to investigate changes (or permutations) in the ringing of church bells, illustrated by braid diagrams showing the order in which the bells are rung. Think that a coin toss is 50-50 heads or tails? Read on to appreciate the ever-changing and random nature of the world in which we live. Infinity is not a number, and trying to treat it as one tends to be a pretty bad idea. At best youre likely to come away with a headache, at worse the firm belief that 1 = 0. This article discusses the different types of infinity. Imagine two identical cylindrical pipes meeting at right angles and think about the shape of the space which belongs to both pipes. Early Chinese mathematicians call this shape the mouhefanggai. The first of five articles concentrating on whole number dynamics, ideas of general dynamical systems are introduced and seen in concrete cases. Some puzzles requiring no knowledge of knot theory, just a careful inspection of the patterns. A glimpse of the classification of knots, prime knots, crossing numbers and knot arithmetic. A story for students about adding powers of integers - with a festive twist. In this article we shall consider how to solve problems such asFind all integers that leave a remainder of 1 when divided by 2,3, and 5. Simon Singh describes PKC, its origins, and why the science of code making and breaking is such a secret occupation. Some diagrammatic proofs of algebraic identities and inequalities. Eulerian and Hamiltonian circuits are defined with some simple examples and a couple of puzzles to illustrate Hamiltonian circuits. Professor Korner has generously supported school mathematics for more than 30 years and has been a good friend to NRICH since it started. An account of how mathematics is used in computer games includinggeometry, vectors, transformations, 3D graphics, graph theory andsimulations. An account of how axioms underpin geometry and how by changing one axiom we get an entirely different geometry. Some simple ideas about graph theory with a discussion of a proofof Eulers formula relating the numbers of vertces, edges and facesof a graph. This article sets some puzzles and describes how Euclids algorithmand continued fractions are related. Financial markets mean the business of trading risk. The articledescribes in simple terms what is involved in this trading, thework people do and the figures for starting salaries. In this article we are going to look at infinite continuedfractions - continued fractions that do not terminate. The interplay between the two and three dimensional Euclidean geometry of conic sections is explored in this article. Suitable for students from 16+, teachers and parents.
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