Complete Course Mathematics Class 12 (NCERT Based) 2020-21(English, Paperback, Dwevedi Brijesh) | Zipri.in
Complete Course Mathematics Class 12 (NCERT Based) 2020-21(English, Paperback, Dwevedi Brijesh)

Complete Course Mathematics Class 12 (NCERT Based) 2020-21(English, Paperback, Dwevedi Brijesh)

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Complete Course Series has been written specially for the students studying in UP BoardCurriculum. It provides all the explanations and guidance needed to study efficiently andsucceed in the exam. To make students completely ready for the examination, it has DetailedTheory & Practice Question in all the Chapters.The �Complete Course for Mathematics for Class XII� has been prepared according to thesyllabus of UP Board giving complete Study, Complete Practice and Complete Assessment.The book has been divided into 23 Chapters according to the latest syllabus. For CompleteStudy this book provides detailed explanations of NCERT Theory and all the NCERT Questionsin an easy to understand manner. For Complete Practice: the book has good number of Solvedand Unsolved Questions in each chapter for the quick revision of every topic. It containsquestions in examination format including VSA, MCQs, SAs and LAs with their detailedexplanations. It also has NCERT Folder that contains the entire question of NCERT includingNCERT Examplar with their detailed explanations. For Complete Assessment: the book hasIntext Questions, Unit Tests and Engineering entrance exam Questions. For completepreparation the book carries 5 Model Test Papers. This book leaves no room for doubts andfears related to chemistry, and aims to drive students towards profound success in their exams.TABLE OF CONTENTRelations, Functions, Binary Operations, Inverse Trigonometric Functions, Matrices,Determinants, Continuity, Differentiability, Derivative of Special Functions, Applications ofDerivatives, Basics of Integrals, Integration by Substitution, Integration by Partial Fraction,Integration by Parts, Definite Integrals, Application of Integration, Differential Equationa, VectorAlgebra, 3D Geometry I: Directions Cosines and Direction Ratios, 3D Geometry II: Line, 3DGeometry III: Plane, Linear Programming, Probability, Model Papers (1-5), ExaminationQuestion Paper 2020 (All sets).