1 . Concept Of Moment

2 . Probability Theory

3 . Regression

4 . Curve Fitting

5 . Probability Thorem

6 . Skewness

7 . Moments About Origin In Term Of Moments About Any Point

8 . Random Variable

9 . Problems On Curve Fitting

10 . Kurtosis

11 . Moment Generating Function

12 . Correlation

13 . Fitting A Curve Of Different Types

14 . Methods Of Determining Correlation

15 . Rank Correlation

16 . Polynomials Least-squares Fitting

17 . Fitting An Exponential Curve

18 . Control Charts For Variables

19 . Normal Distribution

20 . Techniques Of One-way Analysis Of Variance

21 . Control Charts For Attributes

22 . Analysis Of Variance

23 . Binomial Distribution

24 . Variance And Standard Deviation Of Binomial Distribution

25 . Time Series And Forecasting

26 . Poisson Distribution

27 . Constants Of Binomial Distribution

28 . Test For The Difference Of Two Sample Means

29 . Chi-square Test

30 . Sampling Theory

31 . Statistical Quality Control Method

32 . Measurement Of Secular Trend

33 . Difference Operators

34 . Interpolation

35 . Regular Falsi Method

36 . Newton Forward Interpolation

37 . Problems On Interpolation Method

38 . Newton Raphson Method

39 . Lagranges Interpolation

40 . Bisection Method

41 . Rate Of Convergence

42 . Newtons Divided Difference Interpolation Formula

43 . Convergence Of Newton-raphson Method

44 . Newton Backward Interpolation

45 . Analytical Functions

46 . Complexification Of The Integrand

47 . Isolated Singularities

48 . Laurent Series

49 . Relation With Harmonic Functions

50 . Annulus Of Convergence

51 . Hurwitz Theorem

52 . Complex Arithmetic

53 . Taylor Series

54 . Cauchy Integral Theorem

55 . The Exponential Function

56 . Polar Form Of A Complex Number

57 . Roots Of Complex Numbers

58 . Cauchy Integral Formula For Derivatives

59 . Topology Of The Complex Plane

60 . Fundamental Theorem Of Algebra

61 . Evaluation Of Definite Integrals

62 . Evaluation Of Real Integrals By Contour Integration

63 . Calculus Of Residues

64 . Sequences Of Holomorphic Functions And Their Derivatives

65 . Solution Of System Of Linear Equations

66 . Gauss-seidel Method

67 . Problems On Solving Linear System

68 . Simpson 3/8 Rule

69 . Simpsons 1/3 Rule

70 . Problems On Numerical Technique - Ii

71 . Picard's Method

72 . Runge-kutta Method

73 . Euler's Method

74 . Crout Method

75 . Numerical Differentiation

76 . Newtons Cotes Quadrature Formula