Mathematics for IIT- JEE (Mains & Advanced): Vol. 2 of 4: 54 (Smt. Casa de publicaciones en memoria de Jay Devi Sachan) - Tapa blanda

Sinopsis

It is no doubt that engineering has always been one of the most sought-after career opportunities for aspirants, driving them towards a rigorous preparation in order to crack any engineering entrance exams. "Mathematics for IIT-JEE (Mains & Advanced) , Vol. 2 of 4" is a Sachan Series of our best-in-class study guides useful for IIT-JEE (Mains and Advanced). It is divided into 20 chapters, accompanying complete text material and practice exercises, along with workbook exercises coupled with each theory. It is housed with more than 5000 MCQs and a brilliant collection of previous years’ solved papers of IIT-JEE (Mains and Advanced). The fundamental concepts and principles behind Mathematics are explained in a simple, easy- to- understand manner. Each chapter contains a large number of solved example or problem which will help the students in problem solving. This text book “Mathematics for IIT-JEE (Mains & Advanced), Vol. 2 of 4” is organized into Six Chapters. .
Chapter-0: IIT-JEE Mathematics Preparation Tips
Chapter 1: Matrices and Determinants
Chapter-2: Vector Algebra
Chapter-3: Differential Calculus - Limits and Continuity
Chapter-4: Differential Calculus
Chapter-5: Integral Calculus

Table of Contents (TOC)

sets, fundamentals of relation and function, sequence and Series, complex Numbers, inequalities and Quadratic equation, Permutation and Combination, mathematical Induction, Binomial Theorem, Trigonometric Functions and equations, properties of Triangles, heights and Distances, Cartesian system of Rectangular coordinates, straight Line and pair of straight Lines, circle, Parabola, Ellipse, Hyperbola, introduction to three Dimensional (3D) Geometry, introduction to limits and derivatives, mathematical Reasoning, statistics, fundamentals of probability,
Salient Features
•Comprehensive Coverage of Matrices & Determinants, Vector Algebra, Differential Calculus - Limits and Continuity, Differential Calculus and Integral Calculus.
•Each chapter contains a large number of solved example or objective type’s problem which will help the students in problem solving of Mathematics.
•Clear perception of the various problems with a large number of neat, well drawn and illustrative diagrams.
•Simple Language, easy- to- understand manner.

Our sincere thanks are due to all Scientists, Engineers, Authors and Publishers, whose works and text have been the source of enlightenment, inspiration and guidance to us in presenting this small book. I will appreciate any suggestions from students and faculty members alike so that we can strive to make the text book more useful in the edition to come.

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