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The solution is as follows:
#include using namespace std;int main() for (i=0;i<3;i++)
cout<<"As a result, it was"<
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#include
#include
#define m 5
int fun(int n,int xx[m])for(i=0;isum+=xx[i][i]+xx[i][n-i-1];
return(sum);
void main(),system("cls");
printf("the sum of all elements on 2 diagnals is %d",fun(m,aa));
The situation is as follows:
the5x5 matrix:
The sum of all elements on 2 diagnals is 50 press any key to continue. .
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int i,j;
int a[5][5]=,,, is a random assignment here.
for(i=0;i<5;i++)
for(j=0;j<5;j++)
cout
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min(if(a1:a1000=10,c1:c1000,9e+307))
Array formula, ctrl+shift+enter to end the input.
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#include
#include
using namespace std;
int rand2(int m)
int main()
for (int j = 0;j < 10;j++)int max =min[0];
int min =max[0];
for (int i = 1;i < 10;i++)if (max[i] min = max[i];
cout <<"The smallest of the 10 maximums is:"<< min
max) max = min[j];
cout <<"The maximum of the 10 minimum values is:"<< max
cout <<"The square of the difference between two numbers:"
return 0;
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This question is actually very simple!
It's just to assign a value, then find out the size and compare!
I'm at work now, and I'll help you write it out after work!
Here's a small advertisement for your newly created team "C Rookie Assistant", if you don't understand C C++, you can discuss it together!
Not for the score, just for the problem!
Thank you and have a great day!
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Boring question. Who wants to write such a whole bunch of boring **.
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There are two formulas to keep in mind.
It is a special Laplace style.
Just remember.
The preceding is the form of the determinant, not the form of the matrix.
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c=zeros(1,2);
c(2)=min(b(:,2));
c(1)=find(b(:,2)==c(2),1);
I'm only outputting the number of rows with the first minimum value from top to bottom).
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Eros of the Arrow Ha Shi Da Cassadine General.
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Because it's a quadratic function and the coefficient before m squared is greater than 0, the function has a minimum value at -b 2a, and the minimum value is 2, where m = 3
Use GTK or QT
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