^ faa faacc man o = * aABx + B^x* 4- sBCx^ >t * 
* sAC + 2AD 
* B 4- 2C 4^ 3D. 4E 
— — 2BC — 3BD — 4BE' 
— aBC — 4CC — ^CD 
— 3BD— 6CD 
— BE 
+ 2AC 4- 2BC ^ 2CC 4^ 2CD ' 
6AD Hh 6BD 4^ 6CD 
*i2AE4^i2BE 
4<4*5AF 
(3 _ ^ 2AC) X 
4^ (2C 2BC + ^ AD) ^ (3D — ^CC 4- 1 2 AE) 
' S^cra^ faaer man t»e til €o^ffictcnfcrnc6 ^ejlcmniclfe forneön^ Q£'qt»atto^ 
m^r ticm^ti^ A^ 4« B — B^ 4* 2AC =: o». ^cc tiiaae man taqe 2 (Ster* 
reifer inlf aartiti , bo<^ faa4el>eö , <»t t>en treöic tUfige t)eit^et) BUwer 6e0ertit. Sc 
A = o, faa blioer B enten = i eüer ziz o; men C Uisitv iff« beflcmt. 
gjerfom A = I, Oi) B = I, fua bVmv C = — D = — ^ , E = 
F = — 
9WeH i ti(?rv«rcnt>e tUfofTbe, ^'cov x=:t!c(^» (i +• x), ^vor man fot 
foi. (i -b x) futi fcette t)cn befient)te t)o;:eut)< 9iat), x — | x* 4^ y x^ — 
~ X ' 4» — , man ncermcre oc^ Icttere er^o^^€ 9v"^^cn for V efter öen ferffc 
^ot??^»q'5ation i — XV — dV : dx = 0, Jiaar for X jfcn forr^e Diaö 
fui lltruT 6. Sfroet) blioer t»a Ovaren for V cn pii^enöe SKaö o(\ aiu 
faa uorii .cUu «aar x er ^erre enö i, SSflan maafte öerfor forut) feqc eo 
<^^^.•n fal^cn^t• IKaö for £03* (i 4< x) ferenb man (iacleöee fer V fun cr^olDe 
Cd iMiDaibc OvaO* 
