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Pearson IIT Foundation Series Mathematics book for Class 9.
The new and updated edition of the Pearson IIT Foundation Series continueis to be a source of comprehensive and reliable content for competitive readiness. Conceptual clarity and gaining mastery over the art of problem-solving are the central themes of thee series. To ensure this, the series has lucid content along with neatly sketched diagrams and real-life application-based examples.Features: Key concepts explained in a learner-friendly mannerApplication-based problems, graded by difficulty, leading to conceptual clarity.Solved examples presented in a logical and step-wise manner for each concept‘Test your Concepts section at the end of every chapter to check progressHints and Explanation for key questions along with common mistakes and how to avoid themTable of Contents: 1. Number systems2. Logarithms3. Polynomials and square roots of algebraic expressions4. Linear equations and in equations5. Quadratic expressions and equations6. Sets and relations7. Matrices8. Significant figures9. Statistics10. Probability11. Banking unit- I, computing unit- II12. Geometry13. Mensuration14. Coordinate geometry15. Locus16. Trigonometry17. Percentages, profit and loss, discount, partnership18. Sales tax and cost of living index19. Simple interest and compound interest20. Ratio, proportion and variation21. Shares and dividends22. Time and work23. Time and distance.
Ncert maths for class 10
NEW VERSION: Available now based on the 20th September 2019 CBSE Sample Paper. This English book is extra special as it was prepared by a CBSE author who knows about CBSE markings, official paper setting and CBSE Class 10th Exam patterns more than any other CBSE expert in the country. We were lucky to have him prepare the papers of this English book. It’s been bought by more than 20,000+ students since it came out in October 2019 and is our best-seller already. This Book Covers the following: - 10 Practice Papers (solved) - 4 Self-assessment papers - CBSE September 2019 Sample Paper - CBSE March 2019 Board Paper (solved by topper) - CBSE 2018 Topper Answer Sheet Extra value items Added in this Book: - Utilising 15 minute reading time just before the exam (by CBSE topper) - Structuring your English Exam 3 hours smartly (by CBSE Markers) - 2020 marking scheme points (value points) underlined in each sample paper solution (CBSE markers look for these key points in your answers to allot full Marks). - The geometry section diagrams are accurately drawn to clear your understanding of all kinds of geometry questions that can appear in the upcoming February 2020 exam. A must buy book as vouched by many experts in English !
ICSE mathematics class 8
Learning Mathematics - Class 8 has been written by Prof. M.L. Aggarwal in accordance with the latest syllabus of the NCERT and Guidelines issued by the CBSE on Comprehensive and Continuous Evaluation (CCE). The subject matter has been explained in a simple language and includes many examples from real life situations. Questions in the form of Fill in the Blanks, True/False statements and Multiple Choice Questions have been given under the heading ‘Mental Maths’. Some Value Based Questions have also been included to impart values among students. In addition to normal questions, some Higher Order Thinking Skills (HOTS) questions have been given to enhance the analytical thinking of the students. Each chapter is followed by a Summary which recapitulates the new terms, concepts and results.
Pradeep fundamental physics class 12
This is the cover of "Pradeep's Fundamental Physics (Vol. I) for Class XII" by Dr. K.L. Gomber and K.L. Gogia, published by Pradeep Publications. Written in strict accordance with the NCERT syllabus, this popular textbook covers core Class 12 topics including Electrostatics, Current Electricity, Magnetism, and Electromagnetic Induction. It serves as a comprehensive study guide for board exams and national competitive tests like NEET and JEE by offering article-wise conceptual breakdowns, step-by-step solved numericals, NCERT textbook exercises, and a wide variety of objective-type practice questions.
