Contents: Part A: Remedial Mathematics, 1. Equations Reducible to Quadratics Equations, 2. Simultaneous Equations, 3. Determinants, 4. Matrices, 5. Mensuration and its Pharmaceutical Applications, 6. Objective and Prerequisite of an Ideal Measure, 7. Trigonometry, 8. Logarithm, 9. Analytical Plane Geometry, 10. Calculus, 11. Differentiation, 12. Integral Calculus, Part  B: Advanced Mathematics, 13. Differential Equations of the First Order and First Degree, 14. Linear Differential Equations of Higher Order with Constant Coefficients, 15. Simultaneous Linear Differential Equations with Constant Coefficient, 16. Laplace Transforms and its Applications, 17. Biometrices Errors and Approximations, 18. Data Organization, 19. Measures of Dispersion, 20. Theory of Probability, 21. Skewness and Kurtosis, 22. Correlation and Regression, 23. Method of Least Square, 24. Statistical Inference, 25. Analysis of Variance (Anova).

This book covers both Remedial Mathematics and Advanced Remedial Mathematics subjects of B.Pharma course of Indian Univerties.the authors have evolved this from their lecture notes and related material developed while teaching various courses in Remedial Mathematics during the last sixteen years.

Salient features: Special stress is given on basic fundamentals, solved examples and oriented problems of various universities. Structure of all chapters are so arranged to facilitate the students to build confidence and sharpen their skills and gain handsome marks in the examinations.