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Syllabus Mathematics Senior Secondary NIOS

Math (311) Syllabus

Course Structure Of  Mathematics

MODULE WISE DISTRIBUTION OF STUDY HOURS AND MARK

Module Compulsory Modules Minimum Marks
No.   Study Hours  
1. Complex Numbers & Quadratic Equations 15 10
2. Determinants & Matrices 15 10
3. Permutations & Combinations 20 08
4. Sequences & Series 20 08
5. Trigonometry 30 10
6. Coordinate Geometry 30 10
7. Differential Calculus 45 17
8. Integral Calculus 45 17

 

  Optional Modules    
  (The learner have to choose any one module)    
9. Statistics & Probability    
  OR    
10. Vectors & Analytical Solid Geometry 20 each 10 each
  OR    
11. Linear Programming    
  TOTAL 240 100

  CONTENTS

Lesson No. Title Page No.
     
MODULE- I ALGEBRA 1 – 306
1  Complex Numbers 1
2  Quadratic Equations 39
3  Matrices 59
4  Determinants and their Applications 101
5  Inverse of a Matrix and its Application 147
6  Linear Inequations and their Applications 189
7  Permutations and Combinations 237
8  Binomial Theorem 265
   Practice work-Algebra 305
MODULE -II COORDINATE GEOMETRY 307-404
9  Cartesian System of Coordinates 307
10  Straight Lines 339
11  Circles 379
12  Conic Sections 391
   Practice work-Coordinate Geometry 403
MODULE -III SEQUENCES AND SERIES 405-454
13  Arithmetic and Geometric Progressions 405
14  Special Types of Series 441
   Practice work-Sequences and Series 453
   Curriculum 455-466
CONTENTS

Lesson No. Title   Page No.
       
MODULE- IV FUNCTIONS   1 – 174
15  Sets, Relations and Functions   1
16  Trigonometric Functions-I   61
17  Trigonometric Functions-II   99
18  Inverse Trigonometric Functions   141
19  Relations between Sides and Angles of a Triangle   159
  Questions For Practice-Functions   173
MODULE -V CALCULUS 175 – 488
20  Limit and Continuity   175
21  Differentiation   221
22  Differentiation of Trigonometric Functions   251
23  Differentiation of Exponential and Logarithmic Functions 277
24  Tangents and Normals   299
25  Maxima and Minima   315
26  Integration   349
27  Definite Integrals   413
28  Differential Equations   449
  Questions For Practice-Calculus   487
MODULE -VI STATISTICS 489 – 568
29  Measures of Dispersion   489
30  Random Experiments and Events   515
31  Probability   525
  Questions For Practice-Statistics   567
  Feedback Form   569
CONTENTS OPTIONAL MODULES (You have choose any one of the following modules)

  Title Page No.
     
OPTIONAL-I  VECTORS AND THREE DIMENSIONAL GEOMETRY 1-105
OPTIONAL-II MATHEMATICS FOR COMMERCE, ECONOMICS AND BUSINESS 107-256

OPTIONAL-I VECTORS AND THREE DIMENSIONAL GEOMETRY

Lesson No. Title Page No.  
         
32  Vectors 1  
33  Introduction to Three Dimensional Geometry 25  
34  The Plane 47  
35  The Straight Line 71  
36  The Sphere 87  
  Questions For Practice-Vectors and Three Dimensional Geometry 104  

CONTENTS OPTIONAL-II MATHEMATICS FOR COMMERCE, ECONOMICS AND BUSINESS

Lesson No. Title Page No.
     
37  Shares and Debentures 113
38  Index Numbers 127
39  Insurance 139
40  Indirect Taxes 181
41  Application of Calculus in Commerce and Economics 212
   Questions For Practice-Mathematics for Commerce,  
   Economics and Business 235
   Sample Question Paper 239
   Marking Scheme 243

 

 

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