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INDEX:
============= STANDARD – XI =============
(1) Trigonometry (2) Locus & Straight Line
(3) Circle & Conics (4) Vectors (5) Linear Equations
(6) Determinants (7) Matrices.
- - - - - - - - - - - - - - - - - - - - - - - - - - - -
(8) Sets, Relations & Functions (9) Logarithms
(10) Complex Numbers (11) Sequence & Series
(12) Permutations & Combinations
(13) Method of Induction & Binomial Theorem
(14) Limits (15) Differentiation (Derivatives)
(16) Integration (17) Statistics (Measures of Dispersion)
(18) Probability.
============= STANDARD – XII =============
(1) Mathematical Logic (2) Matrices
(3) Trigonometric Functions
(4) Pair of Straight Lines (5) Vectors
(6) Three Dimensional Geometry
(7) Linear Programming.
- - - - - - - - - - - - - - - - - - - - - - - - - - - -
(8) Continuity (9) Differentiation (10) Integration
(11) Differential Equations (12) Probability Distribution
(13) Binomial Distribution.
========== SEMESTER – I (Engg.) ==========
(1) Complex Numbers (2) Hyperbolic Functions
(3) Successive Differentiation (4) Rank of a Matrix
(5) Partial Differentiation (6) Expansions of Functions
(7) Indeterminate Forms
(8) Numerical Solution of Transcendental Equations
========== SEMESTER – II (Engg.) ==========
(1) Differential Equations of First Order First Degree
(2) Linear Differential Equations
(3) Numerical Solution of Ordinary Differential Eqns
(4) Beta & Gamma Functions
(5) Differentiation Under Integral Sign
(6) Rectification (7) Double Integral
(8) Triple Integral (9) Numerical Integration
======= SEMESTERS – III & IV (Engg.) =======
(1) Laplace Transforms & Inverse & Applications
(2) Fourier Series (3) Complex Integration
(4) Complex Variable & Mapping
(5) Bessel’s Function (6) Correlation & Regression
(7) Curve Fitting (8) Vector Algebra & Differentiation
(9) Vector Integral (10) Partial Differential Equations
(11) Matrices (Eigen, Cayley, Derogatory)
(12) Probability (13) Sampling Theory (& Anova)
(14) Mathematical Programming
(15) Calculus of Variation (16) Vector Spaces
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