To Check whether a number is prime or not
Input:-
![](data:image/png;base64,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)
Output:-
1)
![](data:image/png;base64,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)
2)
![](data:image/png;base64,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)
Code:-
#include <stdio.h>
#include <stdlib.h>
int main()
{
int a,i,ans;
printf("Enter a number : \n");
scanf("%d",&a);
for(i=2; i<=a/2;i++ )
ans=a%i;
{
if ( ans==0)
printf("The number is not prime ");
else
printf("The number is prime ");
}
return 0;
}
Input:-
Output:-
1)
2)
Code:-
#include <stdio.h>
#include <stdlib.h>
int main()
{
int a,i,ans;
printf("Enter a number : \n");
scanf("%d",&a);
for(i=2; i<=a/2;i++ )
ans=a%i;
{
if ( ans==0)
printf("The number is not prime ");
else
printf("The number is prime ");
}
return 0;
}
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