Nios Full Course Guide Book Mathematics 311 for 12 in English

strictly According to the Latest prescribed syllabus of Natural institute of open schooling for class -XII appearing 2016 onwards

Latest prescribed Syllabus of National institute of open schooling Mathematics text-cum guide with most important question with answers

contents Book-1

Module 1 : Sets , Relations and Functions 

chapter 1. Sets

chapter 2. Relations and functions – I

chapter 3. Trigonometric functions-I

chapter 4. Trigonometric functions-II.

chapter 5. Relation between sides and angles of a tringle

Module 2 : sequiemces and Series 

chapter 6. sequences and Series

chapter 7. Some Special Sequences

Module 3 : Algebra – I

chapter 8. Complex Numbers

chapter 9. Quadratic equations and Linear inequalities

chapter 10. Principal of Mathematical indualities

chapter 11. Permutations and combination

chapter 12. Binomial theorem

Module 4 : Co-ordinate Geometry  

chapter 13. Cartesian system of rectangular Co-ordinates

chapter 14. Straight Lines

chapter 15. Circles

chapter 16.Conic Sections

Module 5 : Statistics and probability  

chapter 17.Measures of Dispersion

chapter 18. Random Experiments and events

chapter 19. Probability

Module 6 : Algebra – II 

chapter 20. Matrices

chapter 21. Determinants

chapter 22. Inverse of a Matrix and its applications

Module 7 : Relation and functions 

chapter 23.Relation and functions  – II

chapter 24. Inverse trigonometric Functions

Module 8 : Calculus

chapter 25. Limits and continuity

chapter 26. Differentiation

chapter 27. Differentiation of trigonometric Functions

chapter 28. Differentiation of exponential and Logarithmic Functions

chapter 29. Application of Derivatives

chapter 30. Integration

chapter 31. Definite Integrals

Chapter 32. Differential Equations

Module 9 : Vectors and three Dimensional Geometry 

Chapter 33. Introduction to three Dimensional Geometry

Chapter 34. Vectors

Chapter 35. Plane

Chapter 36. Straight Line

Module 10 : Linear Programming and Mathematical Reasoning

Chapter 37. Linear Programming

Chapter 38. Mathematical Reasoning

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