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Auteur Ahsan Akhtar (2005) |
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Textbook of Differential Calculus, 2nd ed. (English Edition) / Ahsan Akhtar
Titre : Textbook of Differential Calculus, 2nd ed. (English Edition) Type de document : texte imprimé Auteurs : Ahsan Akhtar (2005), Auteur Editeur : PHI Année de publication : 2005 Importance : 517 pages Format : Brocher ISBN/ISSN/EAN : 978-81-203-2442-8 Langues : Français (fre) Index. décimale : 515.3 AKH Résumé : Calculus is a powerful mathematical tool with applications in almost every branch of science and engineering. This subject is therefore considered to occupy the central position in mathematics.
The second edition of Textbook of Differential Calculus is updated and designed as per the latest syllabi of various Indian universities for undergraduate courses in mathematics. Calculus is best understood via geometry. A major section of the text is devoted to topics on geometrical applications of calculus that includes treatment of topics such as tangents and normals to curves, curvature, asymptotes, maxima and minima of functions.
KEY FEATURES
• Contents match with the latest syllabus of Indian universities.
• A large number of solved examples, section-end questions and theorems help build an intuitive understanding of mathematics.
• Questions have been selected from previous years’ examination papers.
• Multiple-choice questions, with answers, at the end of the book, help students prepare for competitive examinations.Textbook of Differential Calculus, 2nd ed. (English Edition) [texte imprimé] / Ahsan Akhtar (2005), Auteur . - PHI, 2005 . - 517 pages ; Brocher.
ISBN : 978-81-203-2442-8
Langues : Français (fre)
Index. décimale : 515.3 AKH Résumé : Calculus is a powerful mathematical tool with applications in almost every branch of science and engineering. This subject is therefore considered to occupy the central position in mathematics.
The second edition of Textbook of Differential Calculus is updated and designed as per the latest syllabi of various Indian universities for undergraduate courses in mathematics. Calculus is best understood via geometry. A major section of the text is devoted to topics on geometrical applications of calculus that includes treatment of topics such as tangents and normals to curves, curvature, asymptotes, maxima and minima of functions.
KEY FEATURES
• Contents match with the latest syllabus of Indian universities.
• A large number of solved examples, section-end questions and theorems help build an intuitive understanding of mathematics.
• Questions have been selected from previous years’ examination papers.
• Multiple-choice questions, with answers, at the end of the book, help students prepare for competitive examinations.Réservation
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