How can you Earn 30 Dollar Daily ? Click to see the Earning Ways.
Login(Email) Password Forgot Password
Home ASP.net System Info C# Books Java Script Visual C++(MFC) C/C++ Win API Java Contact Us
Browse Category
Free Online Test
-C/C++ Online Test
How to
-Visual C++ (MFC)
-Vb.net
-C#
-QT
-ASP.net
C/C++ Programming
-Basics
-Pointers
-Classes
-Control Structure
-Arrays
-Functions
-Strings
-IO Streams
-Macro
-System Programs
-Misc. Programs
-C++ Advance
-Programs[C++ OOP]
-Data type Conversion
-How to in C++/C
Computer Graphics
-Sample Program
-PutPixel Methods
C# Programming
-Array
-Connection String
-Network Programming
-Serial Port
-Files and Streams
-Source Code
-How to do
VB.net
-How to do
Visual C++
-Sample Programs
-CButton FAQ
-VC++ FAQ
Database System
-Database Design
-SQL Tutorial
-Case Study
-Coded Rules of DB
-Glossary
Software Engineering
-Software Development Models
-Software Engineering Terms
-Software Testing
Data Structure
-B+ Tree
-Sample Program
Java Interview Questions
Java Core
JDBC
JSP
Servlets
EJB
JMS
Networking Questions
Interview Questions
Interview Questions
-OOP
-Database System
-.Net Technologies
-Networking
-Operating System
-Data Warehousing
-Java
-Data Structure
Project Management
-Project Mgt. Framework
-Project Life Cycle
-Project Management Process
-Project Integration Mgt.
-Project Scope Management
-Project Time Management
-Project Cost Management
-Project Quality Management
-Project HR Management
-Project Comm. Management
-Project Risk Management
-Project Procur Management
-Project Processes Mapping
-PMP Exam Formulas
-PMP Exam Questions
-Lectures
-Glossary
Numerical Analysis
-Sample Program
Crystal Report
-How to do
QT Compilation Methods
-QT Compilation Methods
Links
-Useful Links
A C++ Program to estimate the Differential value of a given function at given point from given data using Runge-Kutta Methods
A C++ Program to read a Linear System of Equations, then evaluate it by using Gauss Elimination Method and display the result.
A C++ Program to read a Linear System of Equations, then evaluate it by using LU-Decomposition Method and display the result
A C++ Program to read a Linear System of Equations, then evaluate it by using Jacobi Iterative Method and display the result
A C++ Program to read a Linear System of Equations, then evaluate it by using Guass-Seidel Iterative Method and display the result
A C++ Program to read a Non-Linear equation in one variable, then evaluate it using Bisection Method and display its kD accurate root.
A C++ Program to read a Non-Linear equation in one variable, then evaluate it using False-Position Method and display its kD accurate root.
A C++ Program to read a Non-Linear equation in one variable, then evaluate it using Modified False-Position Method and display its kD accurate root.
A C++ Program to read a Non-Linear equation in one variable, then evaluate it using Newton-Raphson Method and display its kD accurate root.
A C++ Program to read a Non-Linear equation in one variable, then evaluate it using Secant Method and display its kD accurate root.
A C++ Program to read a Non-Linear equation in one variable, then evaluate it using Simple Itrative Method [ or Fixed-Point Method ] and display its kD accurate root.
;A C++ Program to read a Non Linear Function [ or function values at different points ], then construct and display the Difference Table. Also read Difference Operators [ Shift, Forward and Backward Operators ], compute and diplay their values.
A C++ Program to construct Lagranges's Formula from the given distinct data points and estimate the value of the function at the given points.
A C++ Program to construct and display Divided Difference Table from the given distict data points.
A C++ Program to construct Newton's Divided Difference Interpolation Formula from the given distict data points and estimate the value of the function at the given points.
A C++ Program to construct Newton's Forward Difference Interpolation Formula from the given distict equally spaced data points and estimate the value of the function at the given points.
A C++ Program to construct Newton's Backward Difference Interpolation Formula from the given distict equally spaced data points and estimate the value of the function at the given points.
A C++ Program to determine whether the given function is a Cubic Spline or not.
A C++ Program to to construct Natural Cubic Spline Interpolant from the given data.
A C++ Program to to construct Clamped Cubic Spline Interpolant from the given data
A C++ Program to estimate the value of First Derivative of the function at the given points from the given data using Backward Difference Formula and Forward Difference Formula of Order One.
A C++ Program to estimate the value of First Derivative of the function at the given points from the given data using Central Difference Formula of Order Two.
A C++ Program to estimate the value of First Derivative of the function at the given points from the given data using Central Difference Formula of Order Four.
A C++ Program to estimate the value of Second Derivative of the function at the given points from the given data using Central Difference Formula of Order Two.
A C++ Program to estimate the value of Second Derivative of the function at the given points from the given data using Central Difference Formula of Order Four.
A C++ Program to estimate the value of Third Derivative of the function at the given points from the given data using Central Difference Formula of Order Two.
A C++ Program to estimate the value of Third Derivative of the function at the given points from the given data using Central Difference Formula of Order Four.
A C++ Program to estimate the value of Fourth Derivative of the function at the given points from the given data using Central Difference Formula of Order Two.
A C++ Program to estimate the value of Fourth Derivative of the function at the given points from the given data using Central Difference Formula of Order Four.
A C++ Program to estimate the Integral value of the function at the given point from the given data using Trapezoidal Rule.
A C++ Program to estimate the Integral value of the function at the given point from the given data using Simpson's 1/3 Rule.
A C++ Program to estimate the Integral value of the function at the given point from the given data using Romberg Method
A C++ Program to to estimate the Integral value of a given function using Gussian Quadrature Rule.
A C++ Program to estimate the Differential value of the function at the given point from the given data using Euler's Method
A C++ Program to estimate the Differential value of the function at the given point from the given data using Mid-Point Method
A C++ Program to estimate the Differential value of a given function at given point from given data using Euler-Trapezoidal Rule [ Predictor-Corrector Scheme ].