Answer: Spell checker tool
Answer:
// program in C.
// headers
#include <stdio.h>
// headers
#include <stdlib.h>
// headers
#include <limits.h>
// main function
int main(int argc, char** argv)
{
// read value of N from command line arguments
int N=atoi(argv[1]);
// variables
int max=INT_MIN;
// variable
int min=INT_MAX;
int rA[N],i;
// fill the array with random number
for(i=0;i<N;i++)
{
// generate random number from -50 to +50
rA[i]=rand()%101-50;
// find the Maximum
if(rA[i]>max)
max=rA[i];
// find the Minimum
if(rA[i]<min)
min=rA[i];
}
// print values of array
printf("values of the array are:");
for(i=0;i<N;i++)
{
printf("%d ",rA[i]);
}
// print Maximum
printf("\nMaximum value is:%d",max);
// print Minimum
printf("\nMinimum value is:%d",min);
return 0;
}
Explanation:
Read value of N from command line.Then create an array of size N.Fill the array with random number from -50 to +50.Then find the Maximum of all the elements and assign it to variable "max" and find Minimum from all and assign it to variable "min". then print all the elements of the array, Minimum and Maximum.
Output:
command line argument=10
values of the array are:-18 -18 4 -38 2 6 -42 -20 -6 44 -6 -11 15 -31 1
Maximum value is:44
Minimum value is:-42
Answer:
The options are not being given. However, we can place the $ sign in front of letter or number we make it constant across the rows or across the columns. By $B we mean, the column will remain same as B as we move across the rows down or up, and by $6 we mean the row will remain fixed to 6 as you move right or left of the cell where you place $6.
Thus, B$6 + C1,will change to below as you move down:
B$6 + C2
B$6 + C3
B$6 + C5
...... and so on.
and if we move left, it will become:
C$6 +D6
D$6 +E6
E$6 +F6
.........and so on.
Please keep an eye on the letter and number, the way they change in each condition, like if its B the next is C irrespective of columns where the next column starts.
Explanation:
The answer is self explanatory.
Answer:
Geostationary communication satellites are useful because they are visible from a large area of the earth's surface, extending 81° away in both latitude and longitude. They appear stationary in the sky, which eliminates the need for ground stations to have movable antennas.
