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Problems in Mathematical Analysis by B. Demidovich, trans. G. Yankovsky is a nonfiction available to read on EtoBox.

What is Problems in Mathematical Analysis about?

Title Page CONTENTS PREFACE Chapter I INTRODUCTION TO ANALYSIS Sec. 1. Functlcns Sec. 2. Graphs of Elementary Functions Sec. 3. Limits Sec. 4. Infinitely Small and Large Quantities Sec. 5. Continuity of Functions Chapter II DIFFERENTIATION OF FUNCTIONS Sec. 1. Calculating Derivatives Directly Sec. 2. Tabular Differentiation Sec. 3. The Derivatives of Functions Not Represented Explicitly Sec. 4. Geometrical and Mechanical Applications of the Derivative Sec. 5. Derivatives of Higher Orders Sec. 6. Differentials of First and Higher Orders Sec. 7. Mean-Value Theorems Sec. 8. Taylor's Formula Sec. 9. The L'Hospitai-Bernoulli Rule for Evaluating Indeterminate Forms Chapter Ill THE EXTREMA OF A FUNCTION AND THE GEOMETRIC APPLICATIONS OF A DERIVATIVE Sec. 1. The Extrema of a Function of One Argument Sec. 2. The Direction of Concavity. Points of Inflection Sec. 3. Asymptotes Sec. 4. Graphing Functions by Characteristic Points Sec. 5. Differential of an Arc. Curvature Chapter IV INDEFINITE INTEGRALS Sec. 1. Direct Integration Sec. 2. Integration by Substitution Sec. 3. lntegration by Parts Sec. 4. Standard Integrals Containing a Quadratic Trinomial Sec. 5. Integration of Rational Functions S

Who reads Problems in Mathematical Analysis?

Author

B. Demidovich, trans. G. Yankovsky

Publisher

Mir Publishers

Published

1970

Language

EN

Category

nonfiction

Subjects

Mathematics, Analysis, Stem