Precalculus / Michael Sallivan

Por: Sullivan, MichaelTipo de material: TextoTextoDetalles de publicación: printed in the united states of América: Prentice hall 1942Edición: 4Descripción: 934 PISBN: 0-02-418421-7Tema(s): 1. PRECALCULUS 2. MATHEMATICS MODELS 3. POLINOMIALS FUNCTIONS 4. EDUCATIÓNResumen: preliminaries. review topics from algebra and geometry esquations, settng Up equations: Applications inequalities, complex numbers coordinates and graphs, the straighs line, chapter review; functions and their graphs, functions more about functions, graphing techniques, operations on functions; composite functions one-to- one funstions; Inverse, functions, mathematical models; constructing functions; polynomial and rational functions, quadratic functions, polynomial functions, rational functions, exponential and logarithmic functions, compound interest growth and decay, logarithmic scales, chapter review; trigonometric functions, angles and their measure, trigonometric functions; unit circle approach, properties of the trigonometric functions, right triangle trigonometry applications chapter review; graphs of trigonometric functions, the invese trigonometric funfunctions, chapter review; analytic trigonometry, product-to sum and sum-to product formilas, trigonometric equations, chapter review; additional applications of trigonometry, polar equations and graphs, the complex plane; demoivre´s theorem, chapter review; analytic geometry, plane curver and parametric equations, chapter review; systems of equations, and inequalities, systems of inequalities, linear programming, chapter review; sequences; induction; conting; probabiliti, permutations and combinations, probability, chapter review.
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preliminaries. review topics from algebra and geometry esquations, settng Up equations: Applications inequalities, complex numbers coordinates and graphs, the straighs line, chapter review; functions and their graphs, functions more about functions, graphing techniques, operations on functions; composite functions one-to- one funstions; Inverse, functions, mathematical models; constructing functions; polynomial and rational functions, quadratic functions, polynomial functions, rational functions, exponential and logarithmic functions, compound interest growth and decay, logarithmic scales, chapter review; trigonometric functions, angles and their measure, trigonometric functions; unit circle approach, properties of the trigonometric functions, right triangle trigonometry applications chapter review; graphs of trigonometric functions, the invese trigonometric funfunctions, chapter review; analytic trigonometry, product-to sum and sum-to product formilas, trigonometric equations, chapter review; additional applications of trigonometry, polar equations and graphs, the complex plane; demoivre´s theorem, chapter review; analytic geometry, plane curver and parametric equations, chapter review; systems of equations, and inequalities, systems of inequalities, linear programming, chapter review; sequences; induction; conting; probabiliti, permutations and combinations, probability, chapter review.

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