The Elements of Coordinate Geometry Cartesian Coordinates Part - 1

The Elements of Coordinate Geometry Cartesian Coordinates Part - 1 (English, Paperback, S. L. Loney)

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The Elements of Coordinate Geometry Cartesian Coordinates Part - 1  (English, Paperback, S. L. Loney)

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    Highlights
    • Language: English
    • Binding: Paperback
    • Publisher: Arihant
    • ISBN: 9789351414940, 9351414949
    • Pages: 403
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  • Description

    The Elements of Coordinate Geometry Cartesian Coordinates Part – 1 is a comprehensive book for students pursuing advanced courses in mathematics. The book comprises of chapters on coordinates, locus, equations representing two or more straight lines, transformation of coordinates, circle, systems of a circle, the parabola, polar equations of a conic, general equations, etc. In addition, the book consists of several solved and unsolved questions for thorough practice and revision. This book is essential for students preparing for competitive exams like AIEEE, NTSE, IIT-JEE, and mathematics Olympiad.

    About S. L. Loney

    Sidney Luxton Loney was a Professor of Mathematics at the Royal Holloway College in Surrey. He was also a fellow of Sidney Sussex College. He has authored several books including A treatise on elementary dynamics Mechanics and hydrostatics for beginners, An elementary treatise on statics and Plane Trigonometry.

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    Book Details
    Publication Year
    • March
    Book Type
    • Entrance Exam Book
    Table of Contents
    • 1. Introduction - Some Algebraic Results                                         
      2. Coordinates - Lengths of Straight Lines and Areas of Triangles                                  
      Polar Coordinates                                                                                                       
      3. Locus - Equation to a Locus                                    
      4. The Straight Line - Rectangular Coordinates                                                                             
      Straight Line through Two Points                                                                             
      Angle between Two Given Straight Lines                                                                             
      Conditions that They May be Parallel and Perpendicular                                                
      Length of a Perpendicular                                                           
      Bisectors of Angles                                                                                                           
      5. The Straight Line - Polar Equations and Oblique Coordinates                                   
      Equations Involving an Arbitrary Constant Example of Loci                                   
      6. Equations Representing Two or More Straight Lines                              
      Angle between Two Lines Given by One Equation                                                                 
      General Equation of the Second Degree                               
      7. Transformation of Coordinates                                                     
      Invariants                                                                                                                           
      8. The Circle                                                        
      Equation to a Tangent                                                          
      Pole and Polar                                                                                                                           
      Equation to a Circle in Polar Coordinates                                                                                
      Equation Referred Oblique Axes                                                                                               
      Equation in Terms of One Variable                                                     
      9. Systems of Circles                                                                     
      Orthogonal Circles                                                            
      Radical Axis                                                                                                                           
      Coaxial Circles                                                                                                                           
      10. Conic Sections - The Parabola                                                                                 
      Equation to a Tangent  
      Some Properties of the Parabola                            
      Pole and Polar                                          
      Diameters                                                                                                                           
      Equation in Terms of One Variable                        
      11. The Parabola (Continued)                                              
      Loci Connected with the Parabola                                                                                
      Three Normals Passing Through a Given Point                                 
      Parabola Referred to Two Tangents as Axes                                                                 
      12. The Ellipse                                                                                                 
      Auxiliary Circle and Eccentric Angle                                                                                
      Equation to a Tangent
      Some Properties of the Ellipse                                                                                              
      Pole and Polar                                                                              
      Conjugate Diameters                                                                                                             
      Four Normals through any Point                                                                                              
      Examples of Loci                                           
      13. The Hyperbola                                                                      
      Asymptotes                                                                                                                           
      Equation Referred to the Asymptotes as Axes                                                                 
      One Variable, Examples                                                         
      14. Polar Equation to a Conic                                                                    
      Polar Equation to a Tangent, Polar and Normal                                                                 
      15. General Equation. Tracing of Curves                                                                   
      Particular Cases of Conic Sections                                                                                
      Transformation of Equation to Centre as Origin                                                                 
      Equation to Asymptotes                                                                                                
      Tracing a Parabola                                                                                                            
      Tracing a Central Conic                                                   
      Eccentricity and Foci of General Conic                                                                               
      16. General Equation                                                                     
      Tangent                                                                                                                           
      Conjugate Diameters                                                                                                             
      Conics through the Intersection of Two Conics                                                                 
      The Equation S = Luv                                                                                                             
      General Equation to the Pair of Tangents Drawn from Any Point                                    
      The Director Circle                                                 
      The Foci                                                                                                                            
      The Axes                                                                                                                           
      Lengths of Straight Lines Drawn In Given Directions to Meet the Conic                      
      Conics Passing Through Four Points                                                                                
      Conics Touching Four Lines                    
      The Conic LM = R2                                                                                                             
      17. Miscellaneous Propositions                                         
      On The Four Normals from Any Point to a Central Conic                                                   
      Confocal Conics                                                                                                                           
      Circles of Curvature and Contact of the Third Order                                                
      Envelopes                                                                                                                         
      Answers                                                                                          
      Attachment

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    Ratings & Reviews
    4.3
    226 Ratings &
    13 Reviews
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    1

    Not Satisfied

    I am extremely unsatisfied with arihant books from flipkart. I complained twice to flipkart for replacement and they replaced but the quality of the books were sub-standard. I would not recomment buying especially arihant books from flipkart. They provide books which have low quality, low gsm paper, bad printing, too dark font or too light that even a light finger rub will create smudge effect on paper.

    Dont buy arihant books.
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    Madhur

    Certified Buyer, Ahmedabad

    20 Jun, 2014

    5
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    4

    Nice product

    It's a great book for JEE preparation
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    Ved Vrath Arya

    Certified Buyer, Kurukshetra

    15 May, 2017

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    5

    Extremely useful book!!

    The book was delivered within a very short period so that I could straight away get to study my book without wasting much time. So thank you very much FLIPKART!!!!
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    Ritwik Ganguly

    Certified Buyer, Bardhaman

    8 Jul, 2014

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    4

    Worth the money

    Useful book for my studies...
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    shriram venkatachari

    Certified Buyer, Kanchipuram

    20 Sep, 2017

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    4

    quality

    has good quality of questions and one stop for learning coordinate geometry
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    Akash Khandelwal

    Certified Buyer, Jaipur

    14 May, 2017

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    3

    Above-average product

    Good
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    Flipkart Customer

    Certified Buyer, Tiruvallur

    21 Mar, 2017

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    4

    Reviews for The Elements of Coordinate Geometry Cartesian Coordinates Part - 1

    good for practice and building concepts and available in very low price.
    Flipkart delivery is awesome. I recieved in very good condition and much before the delivery date.
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    Priyamvada Shukla

    Certified Buyer, Allahabad

    23 Jan, 2015

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    5

    Coooooooool book

    This is a good book for those who are preparing for JEE exams good book by arihant publication got it for 91 Rs out side the price is 125 rs overall 5 stars
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    Raghavendra Yadav

    Certified Buyer, Navi Mumbai

    28 Dec, 2014

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    5

    Awesome Book !!!! Really worth buying !!

    The contains really awesome stuff on coordinate geometry and makes it a great pleasure to do coordinate geometry even to its deadliest enemy ! But, disappointed only with one aspect. The quality of pages is just disgusting !!
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    Anonymous

    Certified Buyer, Durgapur Mc

    17 Oct, 2014

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    4

    so GGGGGGGGGGGooooooooooooooddddddddd!!!!!!!!

    Its very use full for my competive Exams!!!!!!!!!!!!!!!
    paper quality is some what poor!!!!!!!
    very informative!
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    Anirudh Subramanian

    Certified Buyer, Neyveli Township

    9 Oct, 2014

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