A Textbook Of Pharmaceutical Mathematics (advanced Mathematics) (vol.ii)

A Textbook of Pharmaceutical Mathematics Vol-II has been written (strictly according to the latest syllabus of ?Advanced Mathematics? for B. Pharmacy first year students of various Indian Technical Universities) keeping in mind the student?s 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 way. Various topics like:

Diagrammatical and Graphical representation of data.

Pharmaceutical applications of Binomial, Poisson and Normal distributions.

Pharmaceutical applications of Student?s t-Test, Sneedecor?s F-Test, Chi-square test etc.

Central Limit Theorem.
have been explained in an explanatory and methodical way. This book gives an idea of the capability of the authors. We hope that this book will prove to be a BRAHMASTRA in the student?s quiver.
Table Of Contents :
0.    List of Important Formulae
1.    Differential Equations of First Order and First Degree
2.    Linear Differential Equations
3.    The Laplace Transforms
4A. Significant Digits and Rounding off Numbers
4B. Data Collection and Organization
5.   Diagrammatical Representation of Data
6.   Graphical Representation of Data
7.   Measures of Central Tendency
8.   Measures of Dispersion
9.   Moments
10. Skewness and Kurtosis
11. Correlation and Regression
12. Curve Fitting
13. Probability and Event
14. Bayes' Theorem
15. Binomial Distribution
16. Poisson Distribution
17. Normal Distribution
18. Sampling and Test of Significance
19. F-Test and Analysis of Variance
20. Central Limit Theorem
      Index
      Tables
About Author :
N.P. Bali is a prolific author of over 100 books for degree and engineering students. He has been writing books for nearly 40 years. His books on the following topics are well known for their easy comprehensibility and lucid presentation: Algebra, Trigonometry, Differential Calculus, Integral Calculus, Real Analysis, Co-ordinate Geometry, Statics, Dynamics etc.

P.N. Gupta passed M.Sc. (Mathematics) examination in 1974 from Delhi University. After passing pre. Ph.D. examination as a C.S.I.R. fellow at IIT Delhi, he joined a degree college as a lecturer in Mathematics. During his teaching assignment, he passed M.A. (Economics) from the Punjabi University at Patiala, India, In 1987, the University Grant Commission of India sent him as a teacher fellow to the Kurukshetra University to study for the award of M.Phil degree in Mathematics. Mr. Gupta has teaching experience of 31 years to his credit. He has authored many books on Mathematics for school and college students.

C.P. Gandhi is a renowned personality in the field of mathematics. After completing his M.Sc. (Mathematics) from M.D.U., Rohtak, he qualified U.G.C.-C.S.I.R., National Eligibility Test (NET), conducted by University Grants Commission, New Delhi. He has served as lecturer in Mathematics at D.A.V. Institute of Engineering and Technology, Jalandhar. Currently, he is pursuing his Ph.D. under the kind guidance of Dr. Om Prakash, Deptt. of Mathematics, Guru Nanak Dev University, Amritsar. Presently, he is working as a senior lecturer in the Department of Mathematics, Rayat and Bahra Institute of Engineering and Biotechnology, Kharar, Chandigarh.EPM-0772