Prévia do material em texto
EXO Veriique
a--o
encontre a.
é diagonolizável e 'm
6
)
a matri
P,a)= deta-1I
doin) d
Por tanto, Ae2 (eom mutplel!
-(z-)-(-4\(2-1)
molipleidede olebrite deles
E),:? E,:; av=
-)
X
(2
= 2X
2
v
2
|
)
E
X + Y
Emta
(x72
(-7,2
:) X =-y
ZeR
,0)+ (0,0,2);Y,teIR
Y1,4,0)+z (0,0. ), zeRh
Por lonto
nyo,
Mmaliglicikod gromtrita de =2
?
-{
X
-) -X
X +Y +
X
=2.
X0
2X
- X t Y
Y=-2
lo;2,2);26R
-f2 (o.-t);2ER:
e
Temon qur tniontrer Pmvert
|
Els
,P:
(-|
0
-I
2 0 o
) d:0 2 o
(o o
-|
o
1
(
4
Emt
2 2
-4
-o o (z o o] o o
-4
-| o o
|0 -
Aqoro
-pd.dd.dddp
pd'p
H
(-)
0 a 2
- 0
9
}-0
-0
9
0 0
nbre1
-2
-
2
�r(r-) + (r-) Yh-(r-)h
,(r-z) (Y-) =
(=
z(r-2)(Y -) =(n
(ibop ef)2Y
2
X2FZ+ +X2
2
(
E
Logo
-2l,z6R
}2(0-t,tl;zéK
Xa22-m
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