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Calculus Problems
~
van der Putten, Robertus.
Calculus Problems
Record Type:
Language materials, printed : Monograph/item
Title/Author:
Calculus Problems/ by Marco Baronti, Filippo De Mari, Robertus van der Putten, Irene Venturi.
Author:
Baronti, Marco.
other author:
De Mari, Filippo.
Description:
XIII, 366 p. 132 illus.online resource. :
Contained By:
Springer Nature eBook
Subject:
Mathematical analysis. -
Online resource:
https://doi.org/10.1007/978-3-319-15428-2
ISBN:
9783319154282
Calculus Problems
Baronti, Marco.
Calculus Problems
[electronic resource] /by Marco Baronti, Filippo De Mari, Robertus van der Putten, Irene Venturi. - 1st ed. 2016. - XIII, 366 p. 132 illus.online resource. - La Matematica per il 3+2,1012038-5722 ;. - La Matematica per il 3+2,84.
1 Manipulation of Graphs -- 2 Invertible Mappings -- 3 Sequences -- 4 Maxima, minima, least upper bound, greatest lower bound -- 5 Limits of functions -- 6 Continuous Functions -- 7 Differentiable Functions -- 8 Taylor Expansions -- 9 Geometry of functions: extrema and convexity -- 10 Indefinite and Definite Integrals -- 11 Improper Integrals and Integral Functions -- 12 Numerical Series -- 13 Separation of Variables -- 14 First Order Linear Differential Equations -- 15 Constant Coefficient Differential Equations.
This book, intended as a practical working guide for students in Engineering, Mathematics, Physics, or any other field where rigorous calculus is needed, includes 450 exercises. Each chapter starts with a summary of the main definitions and results, which is followed by a selection of solved exercises accompanied by brief, illustrative comments. A selection of problems with indicated solutions rounds out each chapter. A final chapter explores problems that are not designed with a single issue in mind but instead call for the combination of a variety of techniques, rounding out the book’s coverage. Though the book’s primary focus is on functions of one real variable, basic ordinary differential equations (separation of variables, linear first order and constant coefficients ODEs) are also discussed. The material is taken from actual written tests that have been delivered at the Engineering School of the University of Genoa. Literally thousands of students have worked on these problems, ensuring their real-world applicability.
ISBN: 9783319154282
Standard No.: 10.1007/978-3-319-15428-2doiSubjects--Topical Terms:
527926
Mathematical analysis.
LC Class. No.: QA299.6-433
Dewey Class. No.: 515
Calculus Problems
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1 Manipulation of Graphs -- 2 Invertible Mappings -- 3 Sequences -- 4 Maxima, minima, least upper bound, greatest lower bound -- 5 Limits of functions -- 6 Continuous Functions -- 7 Differentiable Functions -- 8 Taylor Expansions -- 9 Geometry of functions: extrema and convexity -- 10 Indefinite and Definite Integrals -- 11 Improper Integrals and Integral Functions -- 12 Numerical Series -- 13 Separation of Variables -- 14 First Order Linear Differential Equations -- 15 Constant Coefficient Differential Equations.
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This book, intended as a practical working guide for students in Engineering, Mathematics, Physics, or any other field where rigorous calculus is needed, includes 450 exercises. Each chapter starts with a summary of the main definitions and results, which is followed by a selection of solved exercises accompanied by brief, illustrative comments. A selection of problems with indicated solutions rounds out each chapter. A final chapter explores problems that are not designed with a single issue in mind but instead call for the combination of a variety of techniques, rounding out the book’s coverage. Though the book’s primary focus is on functions of one real variable, basic ordinary differential equations (separation of variables, linear first order and constant coefficients ODEs) are also discussed. The material is taken from actual written tests that have been delivered at the Engineering School of the University of Genoa. Literally thousands of students have worked on these problems, ensuring their real-world applicability.
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