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May 11, 2018 | Author: Maria Sultana | Category: Derivative, Curve, Equations, Vector Space, Matrix (Mathematics)


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Cengage MECHANICS 1Cengage MECHANICS 2 Cengage Trigonmetry CENGAGE Electro statics and current electricity Algebra Cengage Cengage Electricity and. Magnetism Cengage Waves and Thermodynamics Cengage. Optics and Modern Physics Halliday - Fundamentals of Physics Extended 9th-HQ.pdf clayden organic chemistry 46.4mb pdf Elements Of Coordinate Geometry.rar(20.2 MB) calculus - basic concepts for high schools - tarasov.pdf(1.6 MB) An-Elementary-Treatise-On-Statics s l loney.pdf(26.1 MB) Thomas' Calculus 13th Edition George B. Thomas Jr.Maurice(22.1 MB) elementary treatise on pure geometry JOHN WELLESELY RUSSELL.pdf(8.7mb) higher algebra BARNARD and CHILD.pdf(27.3 MB) Differential And Integral Calculus - N Piskunov.pdf(42.1 MB) elements of static & dynamicsS L LONEY.pdf(13.4 MB) S L LONEY PLANE TRIGNOMETRY.pdf(12.5 MB) Problems In Physics SS Krotov.pdf(3.3 MB) 11 years aieee mtg chapterwise.pdf(11.1 MB) Gurskii-Elementary-physics_problems-and-solutions.pdf(13.1 MB) Kleppner-D.-Kolenkow-R.J.-Introduction-to-Mechanics-2014.pdf(4.5 MB) University Physics with Modern Physics pearson(34.5mb) Zubov-Shalnov-Problems-in-Physics-Mir.pdf(19.3 MB) pinsky-problems-in-physics.pdf(39.8 MB) NelkonParker-AdvancedLevelPhysics.pdf(48.0 MB) irodov-problems-in-atomic-and-nuclear-physics.pdf(42.5 MB) irodov-mechanics.pdf(36.2 MB) irodov-basic-laws-of-electromagnetism.pdf(44.1mb) Finar-OrganicChemistryVol1.pdf(33.7 MB) Feynman Lectures on Physics Volumes 1,2,3 - Feynman, (83.8 MB) Berkeley-Physics.pdf(12.2 MB) HC VERMA 1.pdf(137.3 MB) HC VERMA 2 (questions).pdf(40.7 MB) Problems in Calculus of One Variable - I. A. Maron.pdf(20.6 MB) higher algebra hall & knight.pdf(30.5 MB) Irodov-Problems_in_General Physics.pdf(8.0 MB) A_guide_book_to_mechanism_in_organic_chemistry.pdf(6.3 MB) Organic Chemistry 10th ed by Solomon and Frhyle.pdf (84.6 MB) Paula Bruice organic chemistry pdf (24.4 Mb) Concise Inorganic Chemistry By J.D. Lee .pdf(7.9 MB) Organic Chemistry- Morrison & Boyd.pdf(88.3 MB) Physical-Chemistry-by-P-Bahadur.pdf(36.0 MB) Arihant-AIEEE-Physics .pdf(57.3 MB) Arihant-AIEEE-Mathematics .pdf(32.1 MB) Physics threads Mechanics by Charles Kittel, Electricity and Magnetism by Edward M. Purcell Waves by Frank S. Crawford, Jr. Quantum Physics by Eyvind H. Wichmann Statistical Physics by Frederick Reif Course of Theoretical Physics-L.D. Landau & E.M. Lifshitz Introductory Classical Mechanics,with Problems and Solutions-David Morin Street-Fighting Mathematics L. V. TARASOV- calculus ELECTRICITY AND MAGNETISM EDWARD M. PURCELL DAVID J. MORIN Aptitude Test Problems in Physics-S.S. Krotov Physical Problems for Robinsons by V. Lange L.V. Tarasov Basic Concepts of Quantum Mechanics Problems in General Physics- ie irodov A GUIDE TO PHYSICS PROBLEMS-Sidney B. Cahn Boris E. Nadgorny Mathematical threads Number : Error analysis, binary octal and hexadecimal systems, complex numbers. Algebra : Equations in one-variable: algebra, graphical solution, numerical solution; inequations in one variable: algebra, graphical solution; transformation of equations and formulae. Functions and Graphs : Review of functions and graphs, including polynomials, rational functions and a review of trigonometry, problems of domain, limits, asymptotes, partial fractions, inverse trigonometric functions, hyperbolic and inverse hyperbolic functions. Differentiation : Rates, approximations, Taylor polynomials, implicit and logarithmic differentiation, optimization, detailed graphing including inflection, indeterminate forms, limits. Integration : Substitution, parts, general techniques, use of extensive tables, areas, centroids, volumes, arc lengths, surface areas, numerical integration. Basic Data Analysis : Graphical and numerical summaries of single variable data, bivariate plots, correlation, least squares regression lines. Discrete Mathematics : Boolean algebra, switching and logic circuits, simple network analysis, graph theory. Linear Algebra : Matrices, determinants, solution of systems of linear equations, matrix inverse, Gaussian and complete elimination. Vectors : Basic operations in 2D, introduction to 3D space, basic vectors in 3D, products, projections, lines and planes in 3D. Curves : 2D polar co-ordinates, 2D parametric curves, parametric differentiation and anti-differentiation, 3D curves, parametric differentiation and anti-differentiation. Surfaces and Partial Differentiation : Standard surfaces as z = f(x,y); relations, parametric forms, 3D polar co-ordinates, drawing 3D pictures of surfaces and 3D curves, partial derivatives, approximations, optimization. Differential Equations : First order separable, exact, linear, orthogonal trajectories, second order linear with constant coefficients and simple right hand sides.
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