Pharmaceutical Mathematics with Application to Pharmac

Pharmaceutical Mathematics with Application to Pharmac

by Ruben Cramer

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ISBN 9781836596738
Publisher Marcel Dekker
Copyright year 2026
Price £184.00

About this book

This volume serves as a comprehensive guide to the fundamental and applied aspects of mathematics as used in pharmacy. It is designed to build a clear foundation in essential mathematical concepts while directly linking them to pharmaceutical practice. Beginning with an introduction that sets the stage for understanding the role of quantitative methods in drug formulation, dispensing, and patient care, the content progresses in a logical manner from basic principles to more advanced applications. The initial chapters provide grounding in systems of measurement, ensuring that readers are familiar with the units and conversions necessary for accurate pharmaceutical work. Ratio and proportion, along with percentage calculations, are then introduced as tools that underpin everything from compounding prescriptions to determining concentrations of active ingredients. These sections emphasize precision and consistency, both of which are critical in ensuring patient safety and therapeutic effectiveness. Building upon these basics, the text explores dosage calculations, equipping learners with the skills needed to determine appropriate medication amounts for patients of varying ages, weights, and clinical conditions. Intravenous flow rate and infusion calculations are treated in detail, reflecting their importance in hospital and clinical settings where accuracy can be a matter of life and death. Further sections extend into pharmacokinetic calculations, where mathematics is applied to model drug absorption, distribution, metabolism, and elimination. These principles allow practitioners to predict drug levels in the body and tailor therapy to individual needs. The book concludes with statistical applications in pharmacy, highlighting the role of data analysis in drug development, quality control, and clinical decision-making.