lsmatrix.out

数据结构c++语言描述 Borland C++实现

Enter number of rows, columns, and terms
Enter row, column, and value of term 1
Enter row, column, and value of term 2
Enter row, column, and value of term 3
Enter row, column, and value of term 4
Matrix A is
rows = 4 columns = 5
row 1
column 3 value 2
  column 4 value 3
  
row 3
column 1 value 4
  column 4 value 5
  
A(1,2) = 0
A(1,4) = 3
A(1,5) = 0
A(2,2) = 0
A(3,1) = 4
A(4,3) = 0
Enter row, col, and value of term to store
Enter row, col, and value of term to store
Enter row, col, and value of term to store
Enter row, col, and value of term to store
Enter row, col, and value of term to store
Enter row, col, and value of term to store
The matrix is now
rows = 4 columns = 5
row 1
column 2 value 1
  column 3 value 3
  column 4 value 3
  
row 2
column 3 value 4
  
row 4
column 5 value 5
  
Enter number of rows, columns, and terms
Enter row, column, and value of term 1
Enter row, column, and value of term 2
Enter row, column, and value of term 3
Enter row, column, and value of term 4
Enter row, column, and value of term 5
Enter row, column, and value of term 6
Enter row, column, and value of term 7
Enter row, column, and value of term 8
The second matrix is
rows = 4 columns = 5
row 1
column 2 value -1
  column 3 value -3
  column 4 value -3
  
row 3
column 2 value 6
  column 4 value 8
  
row 4
column 1 value 7
  column 3 value 9
  column 5 value 3
  
Their sum is
rows = 4 columns = 5
row 2
column 3 value 4
  
row 3
column 2 value 6
  column 4 value 8
  
row 4
column 1 value 7
  column 3 value 9
  column 5 value 8
  
Enter number of rows, columns, and terms
Enter row, column, and value of term 1
Enter row, column, and value of term 2
Enter row, column, and value of term 3
Enter row, column, and value of term 4
Enter row, column, and value of term 5
Enter row, column, and value of term 6
Enter number of rows, columns, and terms
Enter row, column, and value of term 1
Enter row, column, and value of term 2
Enter row, column, and value of term 3
Enter row, column, and value of term 4
Enter row, column, and value of term 5
Enter row, column, and value of term 6
Enter row, column, and value of term 7
Enter row, column, and value of term 8
Enter row, column, and value of term 9
The difference of the matrices
rows = 5 columns = 6
row 1
column 3 value 1
  
row 3
column 2 value 2
  column 3 value 3
  column 6 value 4
  
row 4
column 1 value 5
  column 4 value 6
  
and
rows = 5 columns = 6
row 2
column 1 value 1
  column 4 value 2
  column 5 value 3
  
row 3
column 3 value -3
  column 4 value 4
  
row 4
column 1 value 5
  column 4 value 6
  
row 5
column 1 value 5
  column 5 value 6
  
is
rows = 5 columns = 6
row 1
column 3 value 1
  
row 2
column 1 value -1
  column 4 value -2
  column 5 value -3
  
row 3
column 2 value 2
  column 3 value 6
  column 4 value -4
  column 6 value 4
  
row 5
column 1 value -5
  column 5 value -6