/* Program to Implement FIRST COME FIRST SERVE CPU Scheduling */
#include<stdio.h>
void main()
{
int p[10],bt[10],st[10],ct[10],tat[10],wt[10],i,n;
float sumtat=0,sumwt=0,avwt,avtat;
printf("\n enter the no of processes");
scanf("%d",&n);
for(i=0;i<n;i++)
{
printf("\n enter the process no and burst time ");
scanf("%d %d",&p[i],&bt[i]);
}
st[0]=0;
wt[0]=0;
ct[0]=st[0]+bt[0];
for(i=0;i<n;i++)
{
st[i+1]=st[i] + bt[i];
ct[i+1]=st[i+1]+ bt[i+1];
}
for(i=0;i<n;i++)
{
tat[i]=ct[i]-0;
sumtat=sumtat + tat[i];
}
for(i=0;i<n;i++)
{
wt[i]=tat[i]-bt[i];
sumwt=sumwt + wt[i];
}
printf("\n\t Pno\tbt\tst\tct\ttat\twt\n");
for(i=0;i<n;i++)
{
printf("\n\t%d\t%d\t%d\t%d\t%d\t%d",p[i],bt[i],st[i],ct[i],tat[i],wt[i]);
}
avtat=sumtat/n;
avwt=sumwt/n;
printf("\n avearge waiting time is %f\n",avwt);
printf("\n average turnaroundtime is %f\n",avtat);
}
output:
![](data:image/png;base64,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)
#include<stdio.h>
void main()
{
int p[10],bt[10],st[10],ct[10],tat[10],wt[10],i,n;
float sumtat=0,sumwt=0,avwt,avtat;
printf("\n enter the no of processes");
scanf("%d",&n);
for(i=0;i<n;i++)
{
printf("\n enter the process no and burst time ");
scanf("%d %d",&p[i],&bt[i]);
}
st[0]=0;
wt[0]=0;
ct[0]=st[0]+bt[0];
for(i=0;i<n;i++)
{
st[i+1]=st[i] + bt[i];
ct[i+1]=st[i+1]+ bt[i+1];
}
for(i=0;i<n;i++)
{
tat[i]=ct[i]-0;
sumtat=sumtat + tat[i];
}
for(i=0;i<n;i++)
{
wt[i]=tat[i]-bt[i];
sumwt=sumwt + wt[i];
}
printf("\n\t Pno\tbt\tst\tct\ttat\twt\n");
for(i=0;i<n;i++)
{
printf("\n\t%d\t%d\t%d\t%d\t%d\t%d",p[i],bt[i],st[i],ct[i],tat[i],wt[i]);
}
avtat=sumtat/n;
avwt=sumwt/n;
printf("\n avearge waiting time is %f\n",avwt);
printf("\n average turnaroundtime is %f\n",avtat);
}
output:
No comments:
Post a Comment