TY  - BOOK
AU  - Barnett,Raymond A.
AU  - Ziegler,Michael R.
AU  - Byleen,Karl E.
TI  - College algebra with trigonometry
T2  - Barnett, Ziegler & Byleen's precalculus series
SN  - 9780071226714
U1  - 512.13 
PY  - 2003///
CY  - Boston
PB  - McGraw Hill
KW  - Algebra
KW  - Trigonometry
N1  - Basic algebraic operations; Algebra and real numbers; Polynomials : basic operations; Polynomials : factoring; Rational expressions : basic operations; Integer exponents; Rational exponents; Radicals; Rational number representations; Equations and inequalities
; Linear equations and applications; Systems of linear equations and applications; Linear inequalities; Absolute value in equations and inequalities; Complex numbers; Quadratic equations and applications; Equations reducible to quadratic form; Polynomial and rational inequalities; Rates of change; Cumulative review exercise; Graphs and functions; Basic tools : circles; Straight lines; Functions; Graphing functions; Combining functions; Inverse functions
; Mathematical modeling in business; Polynomial and rational functions; Polynomial functions and graphs; Finding rational zeros of polynomials; Approximating real zeros of polynomials; Rational functions; Partial fractions; Interpolating polynomials; Exponential and logarithmic functions; Exponential functions; The exponential function with base e; Logarithmic functions; Common and natural logarithms; Exponential and logarithmic equations; Growth of increasing functions; Trigonometric functions; Angles and their measure; Acute angle domains; General angle and real number domains; Exact values for special angles and real numbers; Circular functions; Graphing basic trigonometric functions; Graphing y = k + A sin (Bx + C) and y = k + A cos (Bx + C); Graphing more general tangent, cotangent, secant, and cosecant functions; Inverse trigonometric functions; A predator-prey analysis involving mountain lions and deer; Trigonometric identities and conditional equations; Basic identities and their use; Sum, difference, and cofunction identities; Double-angle and half-angle identities; Product-sum and sum-product identities; Trigonometric equations; From M sin Bt + N cos Bt to A sin (Bt + C)---a harmonic analysis tool; Additional topics in trigonometry; Law of sines; Law of cosines; Geometric vectors; Algebraic vectors; Polar coordinates and graphs; Complex numbers in rectangular and polar forms; De Moivre's theorem; Conic sections and planetary orbits; Systems of equations and inequalities; Systems of linear equations and augmented matrices; Gauss-Jordan elimination; Systems involving second-degree equations; Systems of linear inequalities in two variables; Linear programming; Modeling with systems of linear equations; Matrices and determinants; Matrices : basic operations; Inverse of a square matrix; Matrix equations and systems of linear equations; Determinants; Properties of determinants; Cramer's rule; Using matrices to find cost, revenue and profit; Sequences and series; Sequences and series; Mathematical induction; Arithmetic and geometric sequences; Binomial formula; Multiplication principle, permutations, and combinations; Sequences specified by recursion formulas; Additional topics in analytic geometry; Conic sections : parabola; Ellipse; Hyperbola; Translation of axes; Parametric equations
ER  -