Textbook of Remedial Mathematics
P Seshagiri Rao
Sold by Vedams eBooks (P) Ltd, New Delhi, India
AbeBooks Seller since January 30, 2009
Used - Soft cover
Condition: Used - As new
Ships from India to U.S.A.
Quantity: 1 available
Add to basketSold by Vedams eBooks (P) Ltd, New Delhi, India
AbeBooks Seller since January 30, 2009
Condition: Used - As new
Quantity: 1 available
Add to basketContents Foreword. Preface. Acknowledgement. Unit I. Algebra 1. Progressions. 2. Partial fractions. 3. Matrices. 4. Binomial theorem. 5. Permutations and Combinations. Exercise questions. Answers to exercise questions. Unit II. Trigonometry 6. Trigonometric ratios. 7. Compound angles. 8. Multiple and sub multiple angles. 9. Heights and distances. Exercise questions. Answers to exercise questions. Unit III. Geometry 10. Coordinate system. 11. Locus. 12. Straight lines. Exercise questions. Answers to exercise questions. Unit IV. Differential calculus 13. Limits. 14. Continuity. 15. Differentiation. 16. Partial Differentiation. 17. Maxima Minima. Exercise questions. Answers to exercise questions. Unit V. Integral calculus 18. Indefinite integrals. 19. Definite integrals. 20. Areas. Exercise questions. Answers to exercise questions. Unit VI. Differential equations 21. Differential equations. Exercise questions. Answers to exercise questions. Unit VII. Laplace transforms 22. Laplace transforms. Exercise questions. Answers to exercise questions. This book has been specially written for the students of pharmacy colleges affiliated to various universities and entirely covered the revised syllabus in mathematics for the first year. The book covering Algebra Trigonometry geometry differential calculus integral calculus differential equations and laplace transforms divided into 6 units and 22 chapters explaining in detail. Salient Features Subject matter has been presented in simple form. Explained the theory through illustrations diagrams and examples. Contains a good number of solved examples alongwith a large number of problems for practice in the exercises provided under each topic and at the end of each chapter as well. 696 pp.
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