TWITTER ANDROID APPLICATION

INTRODUCTION

Twitter is an online social networking service that enables users to send and read short 140-character messages called "tweets".

Registered users can read and post tweets, but those who are unregistered can only read them. Users access Twitter through the website interface, SMS or mobile device app. Twitter Inc. is based in San Francisco and has more than 25 offices around the world.

Twitter was created in March 2006 by Jack Dorsey, Evan Williams, Biz Stone, and Noah Glass and launched in July 2006. The service rapidly gained worldwide popularity, with more than 100 million users posting 340 million tweets a day in 2012. The service also handled 1.6 billion search queries per day. In 2013, Twitter was one of the ten most-visited websites and has been described as "the SMS of the Internet". As of May 2015, Twitter has more than 500 million users, out of which more than 332 million are active.

Now you can browse Twitter in your smart phone. You have to just download Twitter Android Application

For Download Click Below Link:
Twitter Android Application

FACEBOOK ANDROID APPLICATION

INTRODUCTION

Facebook is a corporation and online social networking service headquartered in Menlo Park, California, in the United States. Its website was launched on February 4, 2004, by Mark Zuckerberg with his Harvard College roommates and fellow students Eduardo Saverin, Andrew McCollum, Dustin Moskovitz and Chris Hughes. The founders had initially limited the website's membership to Harvard students, but later expanded it to colleges in the Boston area, the Ivy League, and Stanford University. It gradually added support for students at various other universities and later to high-school students. Since 2006, anyone who is at least 13 years old was allowed to become a registered user of the website, though the age requirement may be higher depending on applicable local laws. Its name comes from the face book directories often given to American university students.

Now you can browse Facebook in your smart phone. You have to just download Facebook Android Application

For Download Click Below Link:
Facebook Android Application

LINKEDIN ANDROID APPLICATION

LinkedIn is a business-oriented social networking service. Founded in December 2002 and launched on May 5, 2003, it is mainly used for professional networking. As of 2015, most of the site's revenue comes from selling access to information about its users to recruiters and sales professionals.

Now you can browse Linkedin in your smart phone. You have to just download linkedin Android Application

For Download Click Below Link:

Linkedin Android Application

DOWNLOAD CRICINFO ANDROID APPLICATION

This is cricinfo android application. If you wants to download application just click below link

Cricinfo Android Application

DOWNLOAD S. ABU OWAIS ANDROID APPLICATION

To view the http://www.owatheowais.blog.com from your smartphone.

You just have to download S. Abu Owais Android Application.

To download click following link:

S. Abu Owais Android Application

Numerical Analysis Gauss Seidal

Gauss Seidal

#include<stdio.h>
#include<conio.h>
#include<math.h>

void main(void)
{
   double x1 = 1, x2 = 0, x3 = 1;
   double e1, e2, e3;
   double a, b, c, x, y, z;
   int iteration;
   printf("\nEnter the number of iteration=\n ");
//    iteration = int.Parse(Console.ReadLine());
   scanf("%d",&iteration);
   for (int i = 0; i < 6; i++)
   {
printf("\nIteration= %d" + i);
a = x1;
x1 = (1 - 3 * x2 + 5 * x3) / 12;
e1 = ((x1 - a) / x1) * 100;
//x = Math.Abs(e1);
if (e1 < 0)
{
   e1 = e1 * -1;
}
x = e1;
b = x2;
x2 = (28 - x1 - 3 * x3) / 5;
e2 = ((x2 - b) / x2) * 100;
//y = Math.Abs(e2);
if (e2 < 0)
{
   e2 = e2 * -1;
}
y = e2;
c = x3;
x3 = (76 - 3 * x1 - 7 * x2) / 13;
e3 = ((x3 - c) / x3) * 100;
//z = Math.Abs(e3);
if (e3 < 0)
{
   e3 = e3 * -1;
}
z = e3;
printf("\nx1= %f" , x1);
printf("\nx2= %f" , x2);
printf("\nx3=%f ",x3);
printf("\ne1=%f " , x);
printf("\ne2=%f " , y);
printf("\ne3=%f " , z);

if (x > y)
{
   if (x > z)
   {printf("\nMax error %f" , x);}
   else
   {   printf("\nMax error %f" , z);}
}
else
{
   if (y > z)
   {printf("\nMax error %f" , y);}
   else { printf("\nMax error %f" , z); }
}
   }
   getche();
}

Numerical Analysis Bisection Method

 Bisection Method

#include<stdio.h>
#include<conio.h>
#include<math.h>

void main(void)
{
//clrscr();
float xl,xu,xu_n,xl_n,xm,f_xm,xm_old,xm_new;
float f_xl,f_xu;
float condition,error;
printf("Enter value of xl:\n");
scanf("%f",&xl);
printf("Enter value of xu:\n");
scanf("%f",&xu);
f_xl=(xl*xl*xl)-20;
f_xu=(xu*xu*xu)-20;
printf("f(xl)=%.3f\nf(xu)=%.3f\n",f_xl,f_xu);
condition=f_xu*f_xl;
printf("product of f(xl) and f(xu): %f\n",condition);
for(int i=0;i<=4;i++)
{
//cout<<"";
xm_old=(xl+xu)/2;
printf("xm_old=%f\n",xm_old);
xm=xm_old;
//xu=xm_old;
f_xl=(xl*xl*xl)-20;
f_xm=(xm*xm*xm)-20;
printf("f(xl)=%.3f\nf(xm)=%.3f\n",f_xl,f_xm);
condition=f_xm*f_xl;
printf("product of f(xl) and f(xm): %f\n",condition);

if(condition<0){xl=xl;xu=xm_old;}
if(condition>0){xl=xm_old;xu=xu;}
//xm_new=(xl+xu)/2;
//printf("xm_new=%f\n",xm_new);
//error=((xm_new-xm_old)/xm_new)*100;
//printf("Error=%f\n",error);
}


getch();
}