| adjugate |
| Y |
| conditional-probability? |
| $1 given $2 |
| Y |
| function-composition |
| $1 composed with $2 |
| K |
| identity-matrix |
| I |
| Y |
| interchange-rows |
| K |
| inverse-matrix |
| i |
| $1 inverse |
| Y |
| kilometer |
| Y |
| kilonewton |
| Y |
| magnitude |
| Y |
| matrix |
| Y |
| matrix-by |
| $1 by $2 $1 rows and $2 columns |
| Y |
| matrix-order |
| m |
| $1, $2 a $2 matrix $1 $1 of order $2 $1, a matrix with $2 |
| Y |
| outcome? |
| Y |
| permutation-symbol? |
| p |
| $2-permutations of $1 |
| Y |
| polar-coordinate |
| $1 $2 $1 comma $2 point $1 comma $2 coordinates $1 comma $2 |
| transpose |
| t |
| K |
| unit-vector |
| u |
| Y |