Explore the lives and contributions of renowned mathematicians like Pythagoras, Aristotle, Euclid, Al-Khwarizmi, Leonardo da Vinci, Galileo Galilei, De Lhopital, and Leonhard Euler. From ancient Greece to modern-day Switzerland, learn about their work in areas such as geometry, algebra, calculus, an

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Explore the concept of real numbers, learn how to find the Highest Common Factor (HCF) using Euclid's division algorithm, and discover the proof of 2 being an irrational number. Follow examples and see factorization of a large number like 32760. Dive into mathematics with S.N. Mishra's explanations

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Dive into the world of real numbers with topics ranging from the definition of real numbers to Euclid's Division Algorithm and the Fundamental Theorem of Arithmetic. Discover the properties of rational and irrational numbers, learn to find the highest common factor (HCF) and least common multiple (L

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Explore the concept of real numbers, created by S.N. Mishra, and learn how to find the Highest Common Factor (HCF) using Euclid's Division Algorithm. Follow examples and theorems to deepen your understanding, including factorizing large numbers and proving the irrationality of 2. Dive into practical

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Euclid, known as the Father of Geometry, introduced the principles of geometry in Egypt. His work included definitions, axioms, and postulates that laid the foundation for geometric reasoning. Euclid's Five Postulates are crucial in understanding the basic concepts of geometry. This article provides

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Real numbers encompass a wide range of mathematical entities, including natural numbers, whole numbers, integers, fractions, rational numbers, and irrational numbers. This chapter delves into the classification of real numbers, Euclid's Division Lemma and Algorithm, finding HCF and LCM using these m

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Delve into the lives and contributions of influential mathematicians throughout history, from Pythagoras and Euclid to Archimedes, Fibonacci, Descartes, and Isaac Newton. Learn about their groundbreaking discoveries, from the Pythagorean theorem to the Fibonacci sequence and the Cartesian plane, sha

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Explore various Python coding examples including calculating Fibonacci numbers, manipulating arrays, implementing Euclid's algorithm, finding prime numbers, and solving list difference problems. The examples cover a range of fundamental Python concepts and are accompanied by explanations to help beg

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Euclid's Algorithm, dating back 2500 years, offers a simpler method to find the greatest common divisor (gcd) of two non-negative integers compared to traditional factorization. By iteratively applying a rule based on the gcd of remainders, it efficiently computes gcd values. The basis of the algori

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The EUCLID Consortium presented their mission at a conference in Beijing, PR China in March 2017. The consortium outlined the science case, mission requirements, technical challenges, and detailed plans for their telescope, focusing on galaxy shape measurement, redshifts, spectroscopy, and photometr

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Exploring the journey of proof systems in mathematics from Euclid's era to Godel's incompleteness theorem, highlighting the challenges and evolution in understanding truth, halting problems, and the impact on number theory. The concept of designing a proof system that proves everything and the impli

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Explore various historical concepts like oligarchy, Pax Romana, consulship, roles of patricians in Roman government, Hellenistic culture, mathematical contributions by Pythagoras and Euclid, origin of Zoroastrianism in the Persian Empire, major characteristics of the Roman Empire and Greece, geograp

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Explore the foundations of Euclidean Geometry, delve into the Pythagorean Theorem, discover the postulates of Euclid, and learn about distance functions, Euclidean distance, taxi-cab metric, circles, and isometries and congruence. Unravel the rich history, key principles, and practical applications

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Nicolo Fontana, also known as Tartaglia, was a significant figure in the Renaissance era, making contributions to mathematics despite facing personal challenges. His works include translations of Euclid and Archimedes into Italian, correcting errors and publishing books on various mathematical topic

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Workshop on Severe Convection and Climate at Columbia University discussed modelling thunderstorm climatology in Europe using reanalysis data and predicting future climate changes. Lightning observations, additive logistic regression, and probability analysis in different parameter spaces were explo

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