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Human Diseases: A Systemic Approach
Mark Zelman, Elaine Tompary, Jill Raymond, Paul Holdaway, Mary Lou Mulvihill Professional & Technical Prentice Hall
This book presents the basic principles of human disease, organized by human organ system. It provides practical information for both health career and non-professional readers—unlike other books, which are generally too high level or specialized for this purpose. New to this edition are: new diagnostic tests and lab procedures; enhanced coverage in treatment and diagnostic sections in disorders to include common treatments and general pharm options; increased coverage of disease statistics, prevalencies, risk factors for diseases and conditions;  addition of prevention and aging to Diseases at a Glance table at the end of each chapter; A new page will be added at the end of each chapter which walks the readers through the multimedia resources that are available for each chapter; and much more! 

Calculus for Biology and Medicine
Claudia Neuhauser Prentice Hall
This volume teaches calculus in the "biology" context "without" compromising the level of regular calculus. The material is organized in the standard way and explains how the different concepts are logically related. Each new concept is typically introduced with a biological example; the concept is then developed "without" the biological context and then the concept is tied into additional biological examples. This allows readers to first see "why" a certain concept is important, then lets them focus on how to use the concepts "without" getting distracted by applications, and then, once readers feel more comfortable with the concepts, it revisits the biological applications to make sure that they can "apply" the concepts. The book features exceptionally detailed, step-by-step, worked-out examples and a variety of problems, including an unusually large number of word problems. The volume begins with a preview and review and moves into discrete time models, sequences, and difference equations, limits and continuity, differentiation, applications of differentiation, integration techniques and computational methods, differential equations, linear algebra and analytic geometry, multivariable calculus, systems of differential equations and probability and statistics.



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