ASCOT Library Zabali Campus

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Algebra 2 with Trigonometry by Dilley, Clyde A. Publication: Toronto D. C. Heath and Company 1990 . 852 pages Date: 1990 Availability: Items available: ASCOT Library - Zabali Campus Reference [512.13] (1),

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HBJ Algebra 2 with Trigonometry by Coxford, Arthur F. Publication: New York Harcourt Brace Jovanovich, Publishers 1983 . x.; 693 pages Date: 1983 Availability: Items available: ASCOT Library - Zabali Campus Reference [512.13] (3),

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College Algebra and Trigonometry by Leithold, Louis Publication: New York Addison-Wesley Publishing Company 1989 . xviii.; 702 pages Date: 1989 Availability: Items available: ASCOT Library - Zabali Campus Reference [512.13] (2),

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College algebra / by Gustafson, R. David. Publication: Boston, MA : Cengage Learning, Inc. , 2023 . xx, 920 pages : , Includes index. Date: 2023 Availability: Items available: ASCOT Library - Zabali Campus Reference [Ref 512 G97c 2023 04600] (1),

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5.
College algebra and trigonometry by Castillo, Leticia L. Publication: Mandaluyong City National Book Store 2008 . viii, 772 pages : , 1 Sets and the numbers systems – 1.1 Sets – 1.2 Number sets – 1.3 Algebra of the real numbers R – 1.4 Order in R – 1.5 Algebra of complex numbers – Chapter 1 summary – 2 Algebraic expressions – 2.1 Polynomials – 2.2 Addition and subtraction of algebraic expressions – 2.3 Laws of exponents – 2.4 Multiplication of polynomials – 2.5 Special products – 2.6 Binomial expansion – 2.7 Division of polynomials – 2.8 Factoring – 2.9 Rational or fractional expressions – 2.10 Simplification of rational expressions – 2.11 Multiplication and division of rational expressions – 2.12 Addition and subtraction of rational expressions – 2.13 Complex fractions – 2.14 Zero and negative exponents – 2.15 Irrational expressions – 2.16 Simplification of radicals – 2.17 Addition and subtraction of radicals – 2.18 Multiplication and division of radicals – Chapter 2 summary – 3 Functions and graphs – 3.1 The two-dimensional coordinate system – 3.2 Relations and functions – 3.3 Graphs of functions and relations – 3.4 Operations on functions – 3.5 Types of functions – Chapter 3 summary – 4 Equations and inequalities – 4.1 The linear function and its graphs – 4.2 The straight line – 4.3 Solution of a linear equation in one variable – 4.4 The quadratic function and its graph – 4.5 Solutions of a quadratic function and its graph – 4.6 nature of the roots of a quadratic equation – 4.7 Equations involving radicals – 4.8 Equations in quadratic form – 4.9 Word problems – 4.10 Variation – 4.11 Polynomial equations in one variable – 4.12 Inequalities – Chapter 4 summary – 5 Systems of equations and inequalities – 5.1 System of two linear equations in two variables – 5.2 System of two non-linear equations in two variables – 5.3 System of three linear equations in three variables – 5.4 Solutions of systems of linear equations – 5.5 Systems of inequalities in two variables – Chapter 5 summary – 6 Circular functions – 6.1 The point function – 6.2 The circular functions – 6.3 Identities of the circular functions – 6.4 Angles – 6.5 Trigonometric functions of angles – 6.6 Graph of the circular functions – 6.7 Identities, equations and inequalities – Chapter 6 summary 7 Inverse functions – 7.1 Inverse of a function – 7.2 Inverse circular or inverse trigonometric relations – 7.3 Inverse circular or inverse trigonometric functions – 7.4 Identities and equations involving inverse circular – Chapter 7 summary – 8 Applications of trigonometric functions – 8.1 Trigonometric functions of an angle of a right triangle – 8.2 Right triangle solution – 8.3 Oblique triangle solution – 8.4 Vectors – 8.5 Complex numbers – 8.6 Multiplication and division of complex numbers in polar form – 8.7 Powers and roots of complex numbers in polar form – Chapter 8 summary – 9 The exponential and logarithmic functions – 9.1 The exponential function – 9.2 The logarithmic function – 9.3 Common logarithms – Chapter 9 summary – 10 Sequences, series, mathematical induction... 10.1 Sequences – 10.2 Series – 10.3 The arithmetic sequence or arithmetic progression – 10.4 The geometric sequence or geometric progression – 10.5 Mathematical induction – 10.6 The binomial theorem – 10.7 Counting principle – 10.8 Permutations – 10.9 Combinations – 10.10 Sets and counting – Chapter 10 summary. Date: 2008 Availability: Items available: ASCOT Library - Bazal Campus Filipiniana [Fil 512.13 C27c 2008] (1),

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