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More than 4 million paying customers from 175 countries.

GoLearningBus brings you a simple, crisp and to-the-point eBook for "NCERT Grade 12 Math".

The eBook provides:

1. Snack sized chapters for easy learning.

2. Bite sized flashcards to memorize key concepts.

3. Simple and easy quizzes for self-assessment.

This eBook provides a quick summary of NCERT Grade 12 Math by following snack sized chapters:

Relations and Functions,

Inverse Trigonometric Functions,

Matrix,

Determinants,

Continuity and Differentiability,

Application of Derivatives,

Integrals,

Application of Integrals,

Differential Equations,

Vector Algebra,

Three Dimensional Geometry,

Linear Programming,

Probability.

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Singh’s treatment of the subject of calculus is extremely pedagogical in nature and designed for the first year entrants to engineering. The examples and presentation help students develop a comfort with the subject area and thereby understanding concepts become easy.

Calculus is crisp and methodical, and extremely tutorial exposition of the subject under study.

Salient Features:

-Fully covers the syllabus of Calculus (Subject Code: 2110014)

-Tutorial approach

-Important topic such as : Volume of Solids of Revolution, Graph and Level Curves etc discussed in detail

-Pedagogy:

-Examples: 715

-Figures: 227

-Exercises: 549

-Inclusion of latest solved question papers!

Practice makes perfect—and The Princeton Review’s 550 AP Calculus AB & BC Practice Questions gives you everything you need to work your way to the top. Inside, you’ll find tips and strategies for tackling and overcoming challenging questions, plus all the practice you need to get the score you want.

Inside The Book: All the Practice and Strategies You Need

• 2 diagnostic exams (one each for AB and BC) to help you identify areas of improvement

• 2 comprehensive practice tests (one each for AB and BC)

• Over 300 additional practice questions

• Step-by-step techniques for both multiple-choice and free-response questions

• Practice drills for each tested topic: Limits, Functions and Graphs, Derivatives, Integration, Polynomial Approximations, and Series

• Answer keys and detailed explanations for each drill and test question

• Engaging guidance to help you critically assess your progress

Differentiation, Jacobians, Curve Tracing, Euler Theorem, Taylor Series, Asymptotes, Multivariate Clear and concise explanation of concepts through illustrative content

Graded solved examples as per the level of difficulty ƒ?? Easy, Medium and Difficult

The book has been prepared for them to learn the concepts of algebra from basic to advanced level of thinking. The book is prepared to serve as a bridge for 10th to 11th standards, CAT aspirants etc. Software engineers can also be in benefit in writing the code due to concepts clarity.

The book contains the following Learning Methodology.

(i) Basic concepts and easy learning.

(ii) Necessary examples and experiments for beginners level to expert.

(iii) Psychology of student’s brain and their thinking.

(iv) Pictorial view of problems and solutions.

(v) Challenging problems (Ultimate Finish – for Top All India Rankers between 1 - 500).

(vi) Exercises and Assignments to test the understanding and growing knowledge.

(vii) Sample Test Paper to have experience before actual exam.

(viii) Puzzles and interactive learning to keep interest.

(ix) How to make notes to up-to-date and add your thinking inside the book.

(x) Archive of IIT-JEE Mains/Advanced.

(xi) All types of questions (Single and Multi-correct, Integer Type, Comprehension, Assertion-reason, Matrix-Match) i.e Subjective and Objective both.

Expertly revised and updated, the chapters cover topics such as number systems, set and functions, differential calculus, matrices and integral calculus. Worked examples are provided and chapters conclude with exercises to which answers are given. For students seeking further challenges, problems intersperse the text, for which complete solutions are provided. Modifications in this third edition include a more informal approach to sequence limits and an increase in the number of worked examples, exercises and problems.

The third edition of Fundamentals of university mathematics is an essential reference for first year university students in mathematics and related disciplines. It will also be of interest to professionals seeking a useful guide to mathematics at this level and capable pre-university students.One volume, unified treatment of essential topicsClearly and comprehensively covers material beyond standard textbooksWorked examples, challenges and exercises throughout

Initial chapters cover functions and graphs, straight lines and conic sections, new coordinate systems, the derivative, using the derivative, integration and using the integral. The last four chapters focus on derivatives of transcendental functions, patterns for integrations, series expansion of functions, and differential equations.

Throughout, the writing style is clear, readable and informal. Examples are abundant and have complete worked solutions. Practice problems appear in the body of the text in each section; these are relatively easy and are intended to be worked by the student as soon as they are encountered. Each new type of example in the text is followed by a practice problem that allows the student to gain immediate reinforcement in applying the problem-solving technique illustrated by the example. Answers to all practice problems are given at the back of the book, many with worked-out solutions.

Other learning aids include the division of complex problem-solving processes into a series of step-by-step tasks, numerous exercises at the end of each section and a Status Check at the end of each chapter that helps students review what they have learned. Additional review exercises and a glossary, with definitions and page references, round out the book.