Principles and Problems of Plane Geometry with Coordinate Geometry (Includes 850 Solved in Detail Problems) [Schaum's Outline Series]

Students will find this text useful for these reasons: 1) learning each rule, formula and principle. 2) learning each set of solved problems. 3) learning each set of supplementary problems. 4) integrating the learning of plane geometry. 5) Learning geometry through self-study. 6) extending plane geometry into solid geometry. CONTENTS: 1) Lines, angles and triangles 2) Methods of Proof 3) Congruent Triangles 4) Parallel Lines, Distances and Angle Sums 5) Parallelograms, Trapezoids, Medians and Midpoints 6) Circles 7) Similarity 8) Trigonometry 9) Areas 10) Regular Polygons and the Circle 11) Locus 12) Coordinate Geometry 13) Inequalities and Indirect Reasoning 14) Improvement of Reasoning 15) Constructions 16) Proofs of Required Theorems 17) Extending Plane Geometry into Solid Geometry. Also includes formulas for reference; table of trigonometric functions; table of squares and square roots; answers to supplementary problems.