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Introductory Calculus with Geometry (for BSc (H), 1st Sem)
Book ID NBC1481
ISBN No. 81-7211-345-5
Book Name Introductory Calculus with Geometry (for BSc (H), 1st Sem)
Book sub-title for BSc (Hons.) Ist Semester
Author/s name/s : Pradip Narain , Saluja Tajender Singh
Publisher Name Northern Book Centre
Publishing Year 2014
Book Price (Printed) INR 400   
Book Price (Our Price) INR 400   
Book Size 18 x 24 cm.
Book Page xxii + 506
Book Weight 680 gms.


   Post Review
Book Summary

Salient Features

  • Covers full syllabus of Calculus I, a paper of the First Semester B.Sc. (Hons.) Mathematics of the University of Delhi.
  • Written strictly according to the syllabus of the B.Sc. (Hons.) Mathematics.
  • Also useful for the students of all other Indian Universities and Competitive Examinations.
  • Concepts, Methods, 71 Definitions, 27 Theorems, 269 Figures/Diagrams, 30 Procedures, 11 Tables, 40 Highlighted Formulae, 336 Examples, 461 Assignments, given in a simple, step-by-step, graded format.
  • Sketching graphs of Cartesian functions, Polar functions, Parametric functions, Conic sections are explained in a very easy and effective style.
  • Every Chapter  is written in a very lucid and simple language.
  • Perfect for self-study; no teacher required.
  • Contains "Frequency Table" indicating the importance of each topic.
  • Contains five Sample "Test Papers" and Delhi University Examination Papers since 2009.
  • All questions of Delhi University examinations since 2009 are  included in the book and solved at relevant places.
  • Contains detailed Index for easy cross-reference.
Book Content

Preface
Frequency Table

Section I

1. Hyperbolic Functions

2. Leibniz Rule and its Applications

3. Application of Derivatives

4. Curve Tracing in Cartesian Coordinates

5. L’ Hôpital’s Rule

6. Optimization in Business, Economics, and the Life Sciences

7. Parametric Representation of Curves and Their Tracing

8. Polar Coordinates and Tracing of Polar Curves

Section II

9. Reduction Formulae

10. Volumes

11. Arc Length and Surface Area

Section III

12. Conic Sections and their Tracing

13. Rotation of Axes

Section IV

14. Physical Quantities

15. Introduction to Vector-Valued Functions and Graphs

16. Calculus of Vector-Valued Functions

17. Modeling Ballistics and Planetary Motion

          18. Curvature, Tangential and Normal Components of Acceleration

  Numerical Analysis and Computer Programming
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