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University Physics

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By Anonymous



 This book is the product of more than six decades of leadership and innovation in
physics education. When the first edition of University Physics by Francis W.
Sears and Mark W. Zemansky was published in 1949, it was revolutionary
among calculus-based physics textbooks in its emphasis on the fundamental principles
of physics and how to apply them.

The success of University Physics with
generations of several million students and educators around the world is a testament
to the merits of this approach, and to the many innovations it has introduced
subsequently.
In preparing this new Thirteenth Edition, we have further enhanced and
developed University Physics to assimilate the best ideas from education
research with enhanced problem-solving instruction, pioneering visual and
conceptual pedagogy, the first systematically enhanced problems, and the most
pedagogically proven and widely used online homework and tutorial system in
the world.


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Modern Physics, 3rd edition By Kenneth krane

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By Anonymous

 

Modern Physics, 3rd edition - Kenneth krane

 

This textbook is meant to serve a first course in modern physics, including
relativity, quantum mechanics, and their applications. Such a course often follows
the standard introductory course in calculus-based classical physics. The course
addresses two different audiences: (1) Physics majors, who will later take a
more rigorous course in quantum mechanics, find an introductory modern course
helpful in providing background for the rigors of their imminent coursework
in classical mechanics, thermodynamics, and electromagnetism. (2) Nonmajors,
who may take no additional physics class, find an increasing need for concepts
from modern physics in their disciplines—a classical introductory course is not
sufficient background for chemists, computer scientists, nuclear and electrical
engineers, or molecular biologists.
Necessary prerequisites for undertaking the text include any standard calculusbased
course covering mechanics, electromagnetism, thermal physics, and optics.
Calculus is used extensively, but no previous knowledge of differential equations,
complex variables, or partial derivatives is assumed (although some familiarity
with these topics would be helpful)

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