Mathematics For All Indian Universities MSc Entrance Examination

Publisher:
Khanna Publication
| Author:
Khanna Editorial Team
| Language:
English
| Format:
Paperback
Publisher:
Khanna Publication
Author:
Khanna Editorial Team
Language:
English
Format:
Paperback

503

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ISBN:
SKU 9788193558591 Category
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Page Extent:
692

This book has been designed to meet the scope and requirements of students, who are appearing for M.Sc/MA Mathematics Entrance Examinations of various Indian Universities. It is also useful for those who are aspiring and preparing for competitive examinations such as CSIR-UGC-NET/SET, UPSC or other State Service Examinations. The topics cover a number of innovative features, including multiple choice questions, previous years’ solved papers and real-world applications, designed to enhance students learning.*Matrices and Its Applications *Vector Calculus *Infinite Series *Double Integration and Its Application *Triple Integration and Its Applications *Numerical Methods *Differential Equations *Continuity and Derivative *Co-Ordinate Geometry *Set Theory *Several Variables *Vector Integration *Riemann and Improper Integrals *Vector Differentiation, Gradient, Divergence and Curl *Algebra *Convergence and Power Series *Vector Analysis *Complex Variables * Solved Papers (DU) 2018 * Solved Papers (DU) 2019

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Description

This book has been designed to meet the scope and requirements of students, who are appearing for M.Sc/MA Mathematics Entrance Examinations of various Indian Universities. It is also useful for those who are aspiring and preparing for competitive examinations such as CSIR-UGC-NET/SET, UPSC or other State Service Examinations. The topics cover a number of innovative features, including multiple choice questions, previous years’ solved papers and real-world applications, designed to enhance students learning.*Matrices and Its Applications *Vector Calculus *Infinite Series *Double Integration and Its Application *Triple Integration and Its Applications *Numerical Methods *Differential Equations *Continuity and Derivative *Co-Ordinate Geometry *Set Theory *Several Variables *Vector Integration *Riemann and Improper Integrals *Vector Differentiation, Gradient, Divergence and Curl *Algebra *Convergence and Power Series *Vector Analysis *Complex Variables * Solved Papers (DU) 2018 * Solved Papers (DU) 2019

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