Loney’s Coordinate Geometry with Solutions of Examples

Loney’s Coordinate Geometry’ is a worldwide accepted book in Mathematics and Mathematical Sciences arranged in different order for the reader who is directly reading the book using electronic devices. Answers and solution/hints of the practice examples at the end of an article are given immediately after those examples.
This book consists of 17 chapters. Some fundamental algebraic results are stated in Chapter 1. Chapter 2 and Chapter 3 deal with the fundamentals of coordinate geometry. Chapters 4-6 deal with straight line and pair of straight lines. Chapter 7 states the concepts of transformation of coordinates. Circle and system of circles are discussed in chapters 8 and 9. Conic sections that include parabola, ellipse and hyperbola are discussed in chapters 10 through 13. Discussions in chapters 1-13 are based on rectangular and oblique Cartesian coordinate system. Conics in polar coordinate system are discussed in Chapter 14. General Equations are discussed in chapters 15-16. Last chapter, Chapter 17 deals with miscellaneous propositions.
One should read this book carefully – it will create a mind with clear concepts and in depth knowledge on coordinate geometry. This helps the reader to solve any kind of problems on coordinate geometry of 2D.