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Introduzione alla geometria
Si tratta di un introduzione base alla geometria per bambini delle elementari dove viene spiegato il concetto di retta, semiretta, segmento, i vari tipi di linea e un focus particolare sui poligoni.
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(Set, Subset, Cardinality of Set, 3 Ways of Describing a Set, Equal and Equivalent Sets, Types of Set) Lesson and Sample Activities
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exam questions with complete answer and explanation
£2.50 Preview RemoveIntermediate Algebra: Multiplication of polynomials using FOIL method
The FOIL method is a technique used to multiply two binomials. FOIL stands for First, Outer, Inner, Last, which describes the order in which you multiply the terms. For example, when multiplying \((a + b)(c + d)\), you multiply the First terms (\(a \cdot c\)), the Outer terms (\(a \cdot d\)), the Inner terms (\(b \cdot c\)), and the Last terms (\(b \cdot d\)). Finally, you combine like terms to simplify the expression. This method effectively demonstrates how to delve into polynomial multiplication in a structured way.
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Notes extracted from Pearson IIT Foundation Mathematics Class 7 chapter Indices basics covered with formulas(Highlighted and Color Coded).
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In this notes i write important formulas of chapter 2 of all exercise that help you to make your subject easy
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Calculus Derivatives - Introduction and Intuition
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Algebra is one of the broad parts of mathematics, together with number theory, geometry and analysis. In its most general form, algebra is the study of mathematical symbols and the rules for manipulating these symbols; it is a unifying thread of almost all of mathematics.
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Introductory notes on the Pythagorean hypothesis, the method used to calculate the length of a right sided triangle, with examples and a brief history.
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critical thinking is required to write good reports/essays especially at master level.
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A lesson on Ration and proportions. It also contains worked example questions.
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Cambridge International Examination General Certificate of Education Advanced Subsidiary Level Mathematics Paper 2 Pure mathematics (P2) OCTOBER / NOVEMBER SESSION 2001 University Of Cambridge Local Examination Syndicate
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Level of notes: 3rd year Info: This compilation of notes gives you details about the real-life application of Mathematics and several arguments why Math is a subject to be enjoyed and can be applied in real life events.
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Practice Sets for CA Foundation Students with answer. Equation Test. Top 30 questions with answer. Solve it to boost your confidence. Applicable for May 2023 & onwards.
£2.50 Preview RemoveUnlocking the Power of Linear Algebra: Techniques and Applications for Data Analysis, Machine Learning, and More
Unlock the full potential of your data and revolutionize your field with the power of Linear Algebra. From data analysis and machine learning to physics, engineering, and computer science, this guide will teach you the essential techniques and applications of Linear Algebra that will take your understanding of complex systems to the next level. Linear Algebra is a powerful branch of mathematics that deals with vectors, matrices, and linear transformations. With its wide range of applications in fields such as data analysis, machine learning, physics, engineering, and computer science, understanding linear algebra can unlock the power of solving many problems. This comprehensive guide covers key concepts such as eigenvalues and eigenvectors, determinants, matrix factorization, inner product spaces, orthogonality, and projections, as well as advanced topics like kernel and image, quadratic forms, tensors, canonical forms, differential equations, Lie algebras, and graph theory. It also includes practical examples and exercises to help readers develop their skills in using linear algebra techniques and apply them to real-world problems. Whether a student, researcher or professional, this guide will provide you with the knowledge and tools you need to master linear algebra and its many applications.
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