TIC TAC TOE GAME IN JAVA (Demonstration)
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Chatting Application(Chit-Chat Messenger)
Chatting Messenger Application Hello Geeks, We are back with one more exciting and interesting project developed in java using JAVA NETWORKING CONCEPTS and Swing features for the UI. This java based project is available with source code and link is given in this blog.Basically this chatting application communicates with server and other client listen to them, and responds back. Necessary tools to run this project JDK(Java Development Kit) Any IDE(Integrated Development Enviroment) An Internet Connection Brief Description of the project As this project is our one of the series of JAVA Project. It is different from other project as it uses JAVA NETWORKING TECHNOLOGY and very interactive user interface.There is one server which communicates with clients and vice versa. The server is assigned 6000 as port number and local host 127.0.0.1 as IP Address which is a local host. One more thing this application can run on any platform whether it would be Linux,Windows,MAC. Clone Sou...
HOTEL MANAGEMENT SYSTEM - WITH SOURCE CODE
This is our main frame from where the system starts prior authentication HOTEL MANAGEMENT SYSTEM Hey Folks, as per notification published on 17th April about the HOTEL MANAGEMENT SYSTEM is now finally developed and available for all of you. The link of the source code is provided in this blog. You can directly clone the source code from my GITHUB account page. Or You can directly click on the provided link to view or download the source code. First of all let me clear one thing that all the source code of the project is absolutely free. As you know we are constantly working on development of autonomous system and facilitate services regarding final year projects among students. Brief description of the Project This project is developed in JAVA using Swing framework and for database we are using MYSQL8.0 . It is highly recommended to all you folks that you must have MYSQL WORKBENCH CE installed in your system. Now it is time to come at the functionalities of this ...
UNIVERSITY MANAGEMENT SYSTEM-NOTIFICATION
UNIVERSITY MANAGEMENT SYSTEM PROJECT Hey , Geeks Welcome back to my new blog series of this on going FINAL YEAR PROJECT TIPS AND IDEAS. Here we come to let you know about the new project that is finally come in to its last stage. And the whole project with source code and screenshots will be available in the next Blog. Now let me tell you about the resources which we are using to develop this project. This project is fully developed in JAVA using SWING framework and for the database connectivity we are using the MySQL Server 8.0. Brief description of the project As we all know how the world is changing and doesn't hesitate to use new innovative technology. Now, it comes to all you Geeks to be more updated and inclined toward innovation and technologies. University Management System deals with all required functions and necessities and make the whole process autonomous. It will store info of Students, Faculty, Different rendering service providers. It wi...
Trapezoidal Rule coding in C Language
Trapezoidal Rule in C Language Here in this blog we will see how to evaluate the integration of function using the very easy and popular method i.e Trapezoidal Method. Later in the subsection of this blog we will see a program that evaluate the integration of given function in C Language. Approach:- First of all let's us discuss the rule or approach of this method. We approximate the function f(x) in the interval [xi ,xi+1] by a straight line joining the points (xi,yi) and (xi+1,yi+1). Popularity:- This method is very handy to calculate the integration of linear function. Geometrically, the integral in an interval is approximated by the area of a trapezium. Trapezoidal Rule Formula:- a[f(x)dx]b = h/2*{y0+yn+2*(y1+y2+y3+y4+.......................+yn-1)} where a=lower limit of function f(x) b=upper limit of function f(x) ...
Simpson's 1/3rd Method solved in C language.
SIMPSON'S (1/3) RULE TO EVALUATE THE INTEGRATION OF FUNCTION. Here in this blog we will see how to code the problem of integration in C Language. Approach:- First of all let's us explore the method of Simpson's rule. We evaluate the result of integration on solving the equation of parabolas/quadratic polynomial passing through the points (x0,y0) and (x1,y1) & (x2,y2) as so on............ Popularity:- It is popular because it integrates exactly cubic function or equivalently, gives the area under a segment of cubic curve.Unlike Trapezoidal rule integrates exactly a liner function only. Formula:- a[f(x)dx]b=h/3[y0+yn+4*(y1+y3+y5+.......+yn-1)+2*(y2+y4+y6+............+yn-2)] where a=lower limit of integration b=upper limit of integration h=height of interval ...