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Problems In Industrial Dynamics-MIT Press-1963

The product is a textbook titled “Problems In Industrial Dynamics” published by The MIT Press in 1963. Authored by many authors, this hardcover book covers various problems related to industrial dynamics and contains 124 pages. It is a valuable resource for students and professionals interested in the field of industrial dynamics, offering insights and solutions to various challenges faced by industries in the 1960s. See photos

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1963 Basic Diemaking Hardcover Book – McGraw Hill See Pics

This hardcover book titled “Basic Diemaking” is a valuable resource for those interested in technology and engineering, specifically in the field of machining. With its detailed content and sturdy hardcover format, this book is a must-have for anyone looking to expand their knowledge in the field of diemaking.

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Schaum’s Outline Advanced Calculus by Murray R. Spiegel McGraw-Hill Paperback

The product is a textbook titled “Schaum’s Outline Advanced Calculus” by Murray R. Spiegel, published in 1963 by McGraw-Hill Book Company. It is part of the Schaum’s Outline Series and is written in English. The book covers topics in Mathematics and Calculus, with illustrated features making it a valuable resource for students studying these subjects. This paperback edition is ideal for anyone looking to delve deeper into the world of advanced calculus. Overall, good condition no underlining or highlighting

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Fourier Series & Boundary Value Problems – Advanced Math & Engineering Textbook

Slightly annotated!! The product is a textbook titled “Fourier Series & Boundary Value Problems” authored by Ruel V. Churchill and published by McGraw-Hill Companies in 1963. This advanced math and engineering textbook falls under the subject area of mathematics and focuses on mathematical analysis. The book is personalized and features a dust jacket, making it a valuable resource for students and professionals in the field. With 248 pages, this hardcover publication is a comprehensive guide for those looking to delve deeper into the intricacies of Fourier series and boundary value problems.

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