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thing 1: Topics native Algebra 1.1: actual Numbers (25) 1.2: Exponents and also Radicals (59) 1.3: Algebraic expression (106) 1.4: Equations (148) 1.5: complicated Numbers (35) 1.6: Inequalities (80) 1: Extra difficulties

**chapter 2:**Functions and Graphs 2.1: rectangle-shaped Coordinate equipment (27) 2.2: Graphs the Equations (47) 2.3: present (45) 2.4: meaning of duty (51) 2.5: Graphs of features (46) 2.6: Quadratic attributes (44) 2.7: operations on functions (39) 2: Extra difficulties

**chapter 3:**Polynomial and Rational functions 3.1: Polynomial functions of degree Greater than 2 (33) 3.2: nature of department (25) 3.3: Zeros of Polynomials (24) 3.4: complicated and reasonable Zeros of Polynomials (20) 3.5: Rational attributes (33) 3.6: sports (25) 3: Extra troubles

**chapter 4:**Inverse, Exponential, and Logarithmic attributes 4.1: Inverse attributes (36) 4.2: Exponential functions (40) 4.3: The herbal Exponential role (36) 4.4: Logarithmic features (43) 4.5: nature of Logarithms (39) 4.6: Exponential and Logarithmic Equations (40) 4: Extra troubles

**thing 5:**The Trigonometric attributes 5.1: angle (44) 5.2: Trigonometric features of angles (51) 5.3: Trigonometric features of real Numbers (41) 5.4: worths of the Trigonometric attributes (35) 5.5: Trigonometric Graphs (32) 5.6: extr Trigonometric Graphs (33) 5.7: applied Problems (51) 5: Extra problems

**chapter 6:**analytic Trigonometry 6.1: Verifying Trigonometric Identities (24) 6.2: Trigonometric Equations (51) 6.3: The enhancement and Subtraction formulas (33) 6.4: Multiple-Angle formulas (28) 6.5: Product-to-Sum and Sum-to-Product recipe (22) 6.6: The station Trigonometric functions (40) 6: Extra troubles

**thing 7:**Applications of Trigonometry 7.1: The law of Sines (23) 7.2: The law of Cosines (27) 7.3: Vectors (41) 7.4: The dot Product (25) 7.5: Trigonometric kind for facility Numbers (33) 7.6: De Moivre"s Theorem and also nth root of facility Numbers (20) 7: Extra problems

**thing 8:**solution of Equations and also Inequalities 8.1: solution of Equations (31) 8.2: systems of linear Equations in 2 Variables (33) 8.3: equipment of Inequalities (25) 8.4: direct Programming (20) 8.5: equipment of straight Equations in more Than 2 Variables (23) 8.6: The Algebra the Matrices (22) 8.7: The inverse of a matrix (19) 8.8: factors (22) 8.9: properties of components (19) 8.10: Partial fountain (20) 8: Extra troubles

**thing 9:**Sequences, Series, and also Probability 9.1: boundless Sequences and also Summation Notation (29) 9.2: Arithmetic sequences (26) 9.3: Geometric sequences (27) 9.4: mathematical Induction (18) 9.5: The Binomial to organize (25) 9.6: Permutations (23) 9.7: Distinguishable Permutations and Combinations (22) 9.8: Probability (25) 9: Extra troubles 9: Extra difficulties

**thing 10:**subject from analytic Geometry 10.1: Parabolas (36) 10.2: Ellipses (32) 10.3: Hyperbolas (35) 10.4: plane Curves and Parametric Equations (24) 10.5: Polar collaborates (46) 10.6: Polar Equations of Conics (21) 10: Extra problems

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