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There are 3 items inside. To create such object, press [ and entrer : [1 2 3]. |
To create such object, press [ and enter : [[1 2][3 4]]. |
| function | usage | example |
| DET | Compute the determinant of a matrix | [[1 2][3 4]] gives -2 |
| tr | transpose a matrix/vector | [1 2] gives [[1][2]][[1 2]] gives [[1][2]][[1][2]] gives [[1 2]][[1 2][3 4]] gives [[1 3][2 4]]
|
| GET | Extract an item / a full row / a full column of a matrix use list as parameters : {col row} row=0 means "the full row" |
[[1 2][3 4]] {2 2} gives 4. the item at x=2,y=2[[1 2][3 4]] {2 0} gives [[2][4]]. 2nd col[[1 2][3 4]] {0 2} gives [[3 4]]. 2nd row
|
| trace | compute the trace | |
| egvl | give a list of eigen values | |
| comat | compute the comatrix | |
| 1/x | compute inverse of a matrix | |
| RndMX | to get random matrix | |
| ID | to build an identity matrix | |
| Vectangle | ||
| []-> | ||
| []->{} | ||
| ->[] | ||
| {}->[] | ||
| dim | ||
| PrdScal | ||
| PrdVect (cross) | ||
| 3*x + 2*y + 1*z = 20 6*x + 0*y - 7*z = 15 5*x - 2*y + 4*z = -10 |
can be noted as : [[A]]*[[X]] = [[B]] |
| [[A]] is | [[X]] is | [[B]] is |
| [[3 2 1] [6 0 -7] [5 -2 4]] |
[[x] [y] [z]] |
[[20] [15] [-10]] |
[20 15 -10] (in fact you should enter [[20][15][-10]] but it's the same)[[3 2 1][6 0 -7][5 -2 4]]
you have the result ! x=1.6860 y=7.8197 z=-0.6976INV and then *.