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Boards + Iit Foundation Mathematics Class 10
by Disha Experts
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360.00
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15
A strong foundation is what sets apart winners from the losers. Most of the competitive exams are designed to test the aptitude, comprehension or the analytical abilities of students. The basic difference between boards and Competitive Exams is that where the Boards are focussed on the knowledge & understanding of a subject the Competitive Exams are focussed on the Application and Analysis of the subject. Dishas Boards + PMT/ IIT Foundation Mathematics Class 10 are designed with a balance between the two. The book will act as a bridge between Boards and Competitions. The book deals with the concept in detail discussing all important aspects of the topic. The theory is empowered with the inclusion of: 1. Illustrations 2. Miscellaneous Solved Examples Another powerful aspect of the book is its Exercises. Exercise 1 includes a lot of formative and summative exercises based on the new pattern of education. The book contains around 1475 Formative & Summative Questions. The various types of questions included are 1. Fill in the Blanks 2. True/False 3. Matching based Question 4. Very Short Answer Questions 5. Short Answer Questions 6. Long Answer Questions 7. HOTS Questions 8. Chart Based Questions Exercise 2 has been specifically prepared for Competitive Exams and is based on the new pattern of these exams. The book contains around 650 Competition level questions divided into 6 types of Questions. The various types of questions incorporated are: 1. Multiple Choice Questions (MCQ 1 correct) 2. MCQs with more than 1 option correct 3. Passage Based Questions 4. Assertion Reason Type Questions 5. Multiple Matching 6. Subjective Questions Solutions to selected questions have been provided at the end of each chapter. Table of Contents 1. Real Numbers 2. Polynomials 3. Pair of Linear Equations in two variables 4. Quadratic Equations & Quadratic Inequalities 5. Sequence and Series 6. Triangles 7. Coordinate Geometry 8. Trigonometry 9. Application of Trigonometry 10. Circles 11. Constructions 12. Areas related to Circles 13. Surface Areas & Volumes 14. Statistics 15. Probability 16. Permutations and Combinations 17. Mathematical Induction & Binomial Theorem 18. Introduction to Conic Sections 19. Derivatives & Differentiability 20. Vectors ISBN - 9789382961604
Pages : 532
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