MATRIX("INTEGER",order)
is the size of the Integer matrix.
Description
- This function returns the integer matrix of order 3 with the intEger elements.
- An integer matrix is a matrix whose entries are all integers.
- Normally binary matrices, the zero matrix, the unit matrix, and the adjacency matrices are the example of integer matrices.
- Here MATRIX("integer") gives integer(positive/negative) matrix of order 3.
- This integer matrices are sometimes called "integral matrices".
- Also users can get integer matrix with the positive values alone as well as negative values.
- i.e.,MATRIX("positive integer",4) gives the integer matrix with the positive value only.
- And MATRIX("negative integer",4) gives the integer matrix with the negative value only.
- Users can change order of matrices also.
Examples
- MATRIX("integer") =-8
- MATRIX("integer",3)
| 90 |
-28 |
-13
|
| -39 |
32 |
-56
|
| -31 |
-61 |
-6
|
- MATRIX("positive integer",5)
| 14 |
56 |
62 |
70 |
0
|
| 19 |
64 |
10 |
10 |
33
|
| 79 |
86 |
43 |
99 |
97
|
| 48 |
66 |
58 |
58 |
87
|
| 8 |
30 |
56 |
20 |
74
|
- MATRIX("negative integer",6)
| -47 |
-44 |
-21 |
-26 |
-79 |
-73
|
| -85 |
-32 |
-98 |
-45 |
-34 |
-95
|
| -44 |
-59 |
-2 |
-8 |
-92 |
-10
|
| -88 |
-30 |
-41 |
-14 |
-87 |
-41
|
| -99 |
-91 |
-25 |
-52 |
-64 |
-16
|
| -100 |
-16 |
-96 |
-9 |
-40 |
-87
|
See AlsoReferences