The below code reads 5 elements from the file and stores it in data (an integer array).
#include <stdio.h>
int main()
{
//Reading element of array
int data[10] = {0};
//file pointer
FILE *fp = NULL;
//open the existing binary file
fp = fopen("aticleworld.dat", "rb");
if(fp == NULL)
{
printf("Error in creating the file\n");
exit(1);
}
//Reads 5 element from the file and stores it in data.
fwrite(data, sizeof(data[0]),5, fp);
fclose(fp);
return 0;
}
The below code reads 5 elements from the file and stores it in data (an integer array).
Output:
![](data:image/jpeg;base64,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)
need an explanation for this answer? contact us directly to get an explanation for this answer