faa ^i^t fal&cß S3etingeffecrteö Seqi^ation (aeqvadon de eondition); 
mn öctte jttfle ^unflocD ^ac aücreOe en aut)en tejjemt Säemcetfelf« i 3nte< 
5)^an fan cnbnu paa cn alminbcligere ?Kanbe nntnje, at K*.Sydx=: 
y V", 6vor K er en bepanbic^ Btmdft, i ^yi6 @teD i aUit) fau farte«^ 
SSRan ftuöer ^a K — V"X — d (V") dx z=z o txi Jg>ot)eö « QSqvatton. ÜRen 
t)a bog i3er\)eö SRctfoiDen vet ©Uuningen tffe bfber afminbeHcjcre^ cnb t>m 
QÜcrcbe er, faa be^olber man t>en forvi^c f}^u^'^'2^(\mkn i — VX — 
dVidx = o* 
Cat) frembcfeö ücere V = A Bx + Cx- + Dx^ * Ex^ + Hh, ^W(^t 
A; B, C, D ere bellanbicje Soefftcicnttr , ba ber ^ereftet j¥al af§ahb(e6 be "iit 
f«lbe,^ttor be ere foranberligc ©terrelfer^ faa 61ii)er 
^ = B + aCx sDx^ Hh 4Ex5 
gr ntt X zm a Hh abx, fom i ncevücercnbe ?i(foffbe §♦ a , faa §ac n\m 
VX = aA Hh aBx + aCx^ + aDx^ o. f. f. 
abAx + abBx^ Hh abCx^ f. 
felßelig 0 = 1 — Aa — aBx — aCx^ — aDx^ 
— B — ÄbAx — 2bßx^ — 2bCx5 
— 2Cx — 3Dx^ — 4Ex5 j; 
,^erof Bej^emmeö (Eoeffitienterne A, B; C 0. f» t SKaben V* ©aa er i — 
Aa — B = o» 9Ru er bet ^iffaarHc^t/ enten mau fatter A cDer B = o 
eüer oq inqen af Segge; men bog faatebeö, at een af bem^ tjilfaarlig fceflemmeö* 
üKan tager A = o, faaerBini, 
aß 
grembeleö aB + 2C = o ; aftfaa C =: — ~ 
aC + 2bB + 3D = o 0 t ? D = — i . (aC * abB) 
frcmbeU« E = — |: ♦ (aD Hb abC) 
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