A Textbook Of Pharmaceutical Mathematics Vol-I

A Textbook Of Pharmaceutical Mathematics Vol-I

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Product Specifications

Publisher Laxmi Publications All Engineering Mathematics books by Laxmi Publications
ISBN 9788131807798
Author: N. P. Bali, P. N. Gupta, C. P. Gnadhi
Number of Pages 629
Edition Second Edition
Available
Available in all digital devices
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A Textbook Of Pharmaceutical Mathematics Vol-I - Page 1 A Textbook Of Pharmaceutical Mathematics Vol-I - Page 2 A Textbook Of Pharmaceutical Mathematics Vol-I - Page 3 A Textbook Of Pharmaceutical Mathematics Vol-I - Page 4 A Textbook Of Pharmaceutical Mathematics Vol-I - Page 5

A Textbook Of Pharmaceutical Mathematics Vol-I by N. P. Bali, P. N. Gupta, C. P. Gnadhi
Book Summary:

A Textbook of B.Pharmaceutical Mathematics, Vol.I has been written (strictly according to the latest syllabus of ""Remedial Mathematics"" for B.Pharmacy, first year students of various Indian technical universities) by keeping in mind the students' capability of solving the mathematical problems in a systematic and logical manner. The authors have certainly left no stone unturned in presenting the subject matter in a comprehensive and lucid manner. The various topics included in this book have been explained in explanatory and methodical way. This book gives an inkling of the capability of the authors and confirms that the authors must have been successful teachers.

Audience of the Book :
This book Useful for Engineering Mathematics students.
Table of Contents:

0.        List of Important Formulae
1.        Equations Reducible to Quadratic Equations
2.        Matrices and Determinants
3.        Measures of Central Tendency
4.        Measurement of Angles
5.        Trigonometric Functions
6.        Trigonometric Functions of Sum and Difference of Angles
7.        Transformation Formulae
8.        Trigonometric Functions of Multiple and Sub-Multiple Angles
9.        Logarithms and Its Pharmaceutical Computations
10.      Analytical Plane Geometry
11.      Functions and Limits
12.      Differentiation
13.      Integration as Inverse of Differentiation
14.      Definite Integral
15       Partial Fractions
           Index
           Tables

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