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Sorry! MHT-CET Medical/Engineering Entrance (MATHEMATICS Std. XII) Paperback (English) 1st Edition is sold out.

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MHT-CET Medical/Engineering Entrance (MATHEMATICS Std. XII) Paperback (English) 1st Edition

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Highlights

  • GKP
  • ISBN 13: 9789351447535
  • ISBN 10: 9351447537
  • Author: GKP
  • Publisher: G.K PUB
  • Publishing Year: 2015
  • No. of Pages: 344
  • Binding: Paperback
  • Language: English
  • Category: Competitive Exams
  • Edition: 1st
  • Exams: MHT - CET
  • SUPC: SDL982252264

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Country of Origin or Manufacture or Assembly India
Common or Generic Name of the commodity Engineering Entrance Exams
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Synopsis


Authored by GKP, MHT-CET Medical/Engineering Entrance (MATHEMATICS Std. XII) is designed to help students in preparing for the Common Entrance test conducted by the Government of Maharashtra It is also useful for various other competitive exams conducted for medical and engineering courses.

Each of the 17 chapters is carefully structured. All the important concepts pertaining to the different topics have been covered by the book. Every concept is explained in detail with illustrative examples to ensure that the students understand and grasp them well. With the effective guidance of the book, students can score well in the upcoming Board Examinations and all competitive exams. This reasonably priced Mathematics book is a must have for all students aspiring for admission in top engineering or medical colleges. Order this book on Snapdeal and prepare effectively for the examinations.



Table of Contents:


The MHT-CET Medical/Engineering Entrance (MATHEMATICS Std. XII) is a comprehensive Mathematics book and extremely useful for students studying in Standard XII. It comprises 17 chapters:

•        Mathematical

•        Logic

•        Matrices

•        Trigonometric Functions

•        Straight Lines

•        Vector

•        Three Dimensional Geometry

•        Circle

•        Conic Sections

•        Linear Programming

•        Limit, Continuity, and Differentiability

•        Differentiation

•        Applications of Derivatives

•        Integral Calculus

•        Application of Definite Integral

•        Differential Equations

•        Binomial Theorem

•        Probability

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