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18th March 2015, 03:43 PM
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| Re: IIT JAM MCA Mathematics Exam Preparation Books
Ok here I am giving you the names of some best books for the preparation of IIT JAM MCA exam A complete study package MCA Entrances of all Indian universities Paperback – 2013 by Amit M. Agarwal (Author)  MCA Master of Computer Application Entrance Examination: A Complete Guide (English)  MCA Entrance Examination Solved Papers (2014 - 2005) Paperback – 7 Jan 2015 by M. Amit Agarwal (Author)  Reference Books for IIT JAM MCA • A text –Book of Vector Calculus by Shanti Narayan • Computer Networks by Tennenbum T • Computer Today by Suresh Basandra • Differential Calculus by Gorakh Prasad • Differential Equations by G.F.Simmons • Digital Circuits and Design by Salivahan • Digital Electronics by Dr. Saroj Rangnekar • Digital Integrated Electronics by H.Taub & D.Shilling • Digital Logic Design by Morries Mano • Digital Principles & application by Malvino • Digital Technology by Virendra Kumar • Elementary Linear Algebra by Chatles W.Curtis(C.W.Curtis) • Elementary Linear Algebra by H.Anton • Fundamental of Computers by P. K. Sinha • Fundamental of Computers by V. Rajaraman • How to solve it by Computer by R. G. Dromy • Integral Calculus by Gorakh Prasad • Introduction to logic Design by Marcovitz • Let us C by Yashwant Kanetkar • Linear Programming by P.K.Gupta & Man Mohan • Mathematical Statistics by Ray & Sharma • Methods of Real Analysis by R.R.Goldberg • MS- Office 2000(For Windows) by Steve Sagman • Ordinary Differential Equations by S.L.Ross • Pointers in C by Yashwant Kanetkar • Programming in C by Balguruswamy • Real Analysis by H.L.Royden • Structured programming approach using C by Forouzah &Ceilberg • The C programming Language by Dennis Ritchie • Unix Concepts and Application by Sumitabha Das • Vector Analysis by Murray R. Spiegel Syllabus for IIT JAM MCA Mathematics Matrices • Eigenvalues • Eigenvectors • Inverse of a matrix • Rank of a matrix • System of linear equations Differential Calculus • Differentiation • Maxima and minima of functions • Partial differentiation • Taylor series Algebra • Set theory • Groups • Fields • Vector spaces Integral Calculus • Single Integration • Multiple Integration • Definite integrals • Applications to evaluation of area, surface and volume Differential Equations • First order differential equations • Linear differential equations of higher order Numerical Analysis • Solution of non-linear equations using iterative methods • Interpolation • Numerical differentiation and integration • Probability • Probability theory • Binomial distribution • Poisson distribution • Linear Programming Vector Algebra • Addition • Subtraction • Dot product • Cross product • Triple product Number Systems • Algorithmic approach to solve problems • Basic electronic gates • Boolean algebra • Flip-Flops • Fundamentals of C language |