Solved Example Problems
Subject and UNIT: Statistics and Numerical Methods: Unit IV: Interpolation, numerical differentiation and numerical integration
[Double integrals using Tapezoidal and Simpson's 1/3rd rules]
Double integrals using Tapezoidal and Simpson's 1/3rd rules
Subject and UNIT: Statistics and Numerical Methods: Unit IV: Interpolation, numerical differentiation and numerical integration
Statistics and Numerical Methods : Unit - IV : Interpolation, numerical differentiation and numerical integration : Short Questions and Answers
Solved Example Problems
Subject and UNIT: Statistics and Numerical Methods: Unit IV: Interpolation, numerical differentiation and numerical integration
(a) Trapezoidal Rule for double integration, (b) Simpson's rule for double integration
Solved Example Problems
Subject and UNIT: Statistics and Numerical Methods: Unit IV: Interpolation, numerical differentiation and numerical integration
Statistics and Numerical Methods : Unit - IV : Interpolation, numerical differentiation and numerical integration : Exercise 4.5 (a) [Trapezoidal and Simpson's 1/3rd rule]
Trapezoidal and Simpson's 1/3rd rule
Subject and UNIT: Statistics and Numerical Methods: Unit IV: Interpolation, numerical differentiation and numerical integration
Statistics and Numerical Methods : Unit - IV : Interpolation, numerical differentiation and numerical integration : Short Questions and Answers
Solved Example Problems
Subject and UNIT: Statistics and Numerical Methods: Unit IV: Interpolation, numerical differentiation and numerical integration
The process of evaluating a definite integral from a set of tabulated values of the integrand f (x) is called numerical integration. This process, when applied to a function of a single variable, is known as quadratic.
Solved Example Problems
Subject and UNIT: Statistics and Numerical Methods: Unit IV: Interpolation, numerical differentiation and numerical integration
Statistics and Numerical Methods : Unit - IV : Interpolation, numerical differentiation and numerical integration : Exercise 4.4 [Approximation of derivatives using interpolation polynomials]
Approximation of derivatives using interpolation polynomials
Subject and UNIT: Statistics and Numerical Methods: Unit IV: Interpolation, numerical differentiation and numerical integration
Statistics and Numerical Methods : Short Questions and Answers. : Short Questions and Answers
Solved Example Problems
Subject and UNIT: Statistics and Numerical Methods: Unit IV: Interpolation, numerical differentiation and numerical integration
(a) Newton's forward difference formula, (b) Newton's backward difference formula, (c) Maxima and Minima of a tabulated function
Solved Example Problems
Subject and UNIT: Statistics and Numerical Methods: Unit IV: Interpolation, numerical differentiation and numerical integration
Statistics and Numerical Methods : Unit - IV : Interpolation, numerical differentiation and numerical integration : Exercise 4.3 - [Newton forward and backward difference W 1- eros MA U.A][010S (MU.A] formula]
Newton forward and backward difference
Subject and UNIT: Statistics and Numerical Methods: Unit IV: Interpolation, numerical differentiation and numerical integration
Statistics and Numerical Methods : Unit - IV : Interpolation, numerical differentiation and numerical integration : Short Questions and Answers
Solved Example Problems
Subject and UNIT: Statistics and Numerical Methods: Unit IV: Interpolation, numerical differentiation and numerical integration
(a) Newton's forward interpolation formula for equal intervals. (b) Newton's Backward interpolation formula