Algebraic functions

Part 1 book "Precalculus - Graphical, numerical, algebraic" includes content: Functions and graphs; polynomial, power, and rational functions; exponential, logistic, and logarithmic functions; trigonometric functions; analytic trigonometry; applications of trigonometry, systems and matrices.

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Part 1 of ebook "Guide to discrete mathematics: An accessible introduction to the history, theory, logic and applications" provides readers with contents including: Chapter 1 - Mathematics in civilization; Chapter 2 - Sets, relations and functions; Chapter 3 - Number theory; Chapter 4 - Mathematical induction and recursion; Chapter 5 - Sequences, series and permutations and combinations; Chapter 6 - Algebra; Chapter 7 - Automata theory; Chapter 8 - Matrix theory; Chapter 9 - Graph theory;...

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Part 1 of ebook "Modelling computing systems: Mathematics for computer science" provides readers with contents including: mathematics for computer science; propositional logic; sets; boolean algebras and circuits; predicate logic; proof strategies; functions; relations; inductive and recursive definitions; proofs by induction; games and strategies;...

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Ebook "Advanced mathematical methods for scientists and engineers" presents the following content: Algebra, calculus, functions of a complex variable, ordinary differential equations, partial differential equations, calculus of variations, nonlinear differential equations.

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If you want to improve your understanding of calculus, then this book is for you. It can supplement standard texts at the high-school senior, trade-school, and college undergraduate levels. It can also serve as a self-teaching or home-schooling supplement. Prerequisites include intermediate algebra, geometry, and trigonometry. It will help if you’ve had some precalculus (sometimes called “analysis”) as well. This book contains three major sections. Part 1 involves differentiation in one variable. Part 2 is devoted to integration in one variable.

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This book contains a collection of general mathematical results, formulas, and integrals that occur throughout applications of mathematics. Many of the entries are based on the updated fifth edition of Gradshteyn and Ryzhik’s ”Tables of Integrals, Series, and Products,” though during the preparation of the book, results were also taken from various other reference works.

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The goal of this book is to give you the skills and knowledge necessary to succeed in calculus. Much of the difficulty calculus students face is with algebra. They have to solve equations, find equations of lines, study graphs, solve word problems, and rewrite expressions—all of these require a solid background in algebra. You will get experience with all this and more in this book. Not only will you learn about the basic functions in this book, you also will strengthen your algebra skills because all of the examples and most of the solutions are given with a lot of detail.

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This book is for people who want to get acquainted with the concepts of basic trigonometry without taking a formal course. It can serve as a supple- mental text in a classroom, tutored, or home-schooling environment. It should also be useful for career changers who need to refresh their knowledge of the subject. This is not a rigorous course in theoretical trigonometry. Such a course defines postulates (or axioms) and provides deductive proofs of statements called theorems by applying mathematical logic. Proofs are generally omitted in this book for the sake of simplicity and clarity.

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Part 1 book "Introduction to numerical programming" includes contents: Approximate numbers, basic programming techniques, elements of scientific graphics, sorting and indexing, evaluation of functions, algebraic and transcendental equations, systems of linear equations.

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This study explored the cognitive mechanism behind information integration in the test anxiety judgments in 140 engineering students. An experiment was designed to test four factors combined (test goal orientation, test cognitive functioning level, test difficulty and test mode).

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This research aims to describe secondary school students' functional thinking in generating patterns in learning algebra, particularly in solving mathematical word problems. In addressing this aim, a phenomenological approach was conducted to investigate the meaning of functional relationships provided by students.

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Ebook "Many-body methods for atoms, molecules and clusters" provides an introduction to many-body methods for applications in quantum chemistry. These methods, originating in field-theory, offer an alternative to conventional quantum-chemical approaches to the treatment of the many-electron problem in molecules.

330p tracanhphuonghoa1007 22-04-2024 4 3   Download

Lecture Digital systems - Chapter 2: Introduction to Logic circuits. This lesson provides students with content about: binary switch; functionally equivalent networks; boolean algebra; Venn diagram; Vending machine - minterm; Vending machine - maxterm; NAND and NOR gates;...

53p nguyetthuongvophong1010 04-03-2024 4 1   Download

Part 2 book "Factorization method in quantum mechanics" includes content: Algebraic approach to an electron in a uniform magnetic field, ring shaped non spherical oscillator, generalized laguerre functions, new noncentral ring shaped potential, poschl-teller like potential, position dependent mass schrodinger equation for a singular oscillator,... and other contents.

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Part 2 book "Beginning and intermediate algebra" includes content: Writing equations of lines, functions, and variation; radicals and rational exponents; quadratic functions, inequalities, and algebra of functions; exponential and logarithmic functions; conic sections and more graphing; more on systems of equations and inequalities; miscellaneous topics.

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Part 1 book "Engineering mathematics" includes content: Review of algebraic techniques; engineering functions; the trigonometric functions; coordinate systems; discrete mathematics; sequences and series; vectors; matrix algebra; complex numbers; differentiation; techniques of differentiation; applications of differentiation; integration.

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Part 1 book "Engineering mathematics" includes content: Revision of fractions, decimals and percentages; indices, standard form and engineering notation; binary, octal and hexadecimal numbers; calculations and evaluation of formulae; algebra; further algebra; partial fractions; solving simple equations; transposing formulae; solving simultaneous equations; solving quadratic equations; inequalities; logarithms revision test; exponential functions,... and other contents.

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Part 2 book "Advanced engineering mathematics" includes content: Complex numbers and functions; complex integration; power series, taylor series; laurent series, residue integration; conformal mapping; complex analysis and potential theory; numerics in general;numeric linear algebra; numerics for ODEs and PDEs;.... and other contents.

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Part 1 book "Basic engineering mathematics" includes content: Basic arithmetic; fractions, decimals and percentages; indices, standard form and engineering notation; calculations and evaluation of formulae; computer numbering systems; algebra; simple equations; transposition of formulae; simultaneous equations; quadratic equations; inequalities; straight line graphs; graphical solution of equations; logarithms; exponential functions; reduction of non-linear laws to linear-form; graphs with logarithmic scales.

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Part 1 book "Advanced engineering mathematics" includes content: First order ODEs, second order linear ODEs, higher order linear ODEs, systems of odes, phase plane, qualitative methods; series solutions of odes, special functions; laplace transforms; linear algebra - matrices, vectors, determinants, linear systems;... and other contents.

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