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r Obtain the Scalar product of a Matrix
Each position in the matrix is multiplied by a single value, resutting in
a matrix of the same size.
Exampfe: Muttipte Matrix c
I z -z)
.. I o -+ I
' =
f_, s )bv
z
.nesutt:
l_z roj'
LINE MOD E: 5 ' g
E
r
Obtain the Determinant of a Matrix
[10
_5 3
I
Example: Obtain the determinant of Matrix C =
| _4 g
2 |
< R e s u l t : - 4 7 1 >
l f
7 _ g )
LINE MODE: S'tr
E
r Adjoint of Matrix
E x a m p t e : A j o i n t M a t r i x A f 2
3 l
( E
t; ;l <Resurt:
li ;l '
LINE MODE: S'tr E
I Transpose a Matrix
Example:
I Invert a Matrix
I a
Example: Inverting Matrix C =
| 3
<Resutt: foruzasn+z
l-0.o71428571
LINE MODE: &'85 E
zl
6.J
-0.04761e047.l>
o.19047619 )
r ldentity of Matrix
Exampte: tdentityof Matr-r
[;
l.l
LINE MODE: c5'g
E
L I N E M O D E : g g E
@ & E E E E
E E E E E E E
E E E E E
@ 5 E E E O E
E E @ E E @
E E E E
@ g E E E E
"ffi'=";=o*l
@gEEl
O O rr
H E t H : E l t e
r i - t
".#iF'=*=Tl
@ 5 E E O E
HEtH: ts)t3
f r r i O E @ E E t I
E @ @ E E E E
E E r E t r t E @ E
Det ( HatA )
@ g E E E O E
H E I C : E } T E
I
!rE]
'.ffiffir
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