T. Formula Polynomiorum. 2 59 
1 
i b [ c 
d ! 0 
0 i 
0 ! > 
io 
0 1 0 ! 
d 1 c 
b 1 
a 1 
gor at faae f. S,r* ben 7De Eocfficicnt, Icsgge^ iiubec beit 7i5e paa fom 
eJoc betl femte (Eocjficicnt faafebe^: 
( a I b I c I d I o i o I o I 
> I o I o I d i c I b j a 
09 ta hildet fauime abd 4^ cc. 
9}]cn Socfficientciiie uDt D.yabrafat ft'n&i'é be^ubt'ti faa fef, ac famme 
l^^cr ©an9 fan anf^es font ^mxi. S)^i'for oi^faa T(a»i-»i- [n])- fom gi^e« 
ubm nogen vibere ©u^jflituiion c[(ec S.rpoption* 
7* 
t ni tt 9 3* 
T(a + Hh[n])^=: 2a[n]4-T(b*^[n-r])"^; bet etr, ben nfe 
€oefficieiit ubt Øt>abvaten (a4'bxHb cx-4-'i^)^ Um^olm ^robucteti 
2a[n] meb Soeffidenten ut)t (bHhcx>f-dx^»i«^)% nemlig uDi 05)abra^ 
t^n af t)et oprindelige ^olpnomium, naar Dené førffe ©eel er frabra* 
gen^ 09 i>m emige Dimberet met) x. Numerus termini af ben gDflom^ 
talte Soefftcictu T^b>^4^ [n— i])- er tige meb Slsuadct af Soefficientcrne tibi 
b >i- CX »i* dx-z^'i^ [n--i]» ®en er berfor ben (n— 2)te ubi O^mhvam 
(bHhcxHhdx^^tHH)^. 
^emié. (£ftet §. 5* er T(a*+[n])^ = 2a[n] * 2b[ii-i] >^ 
sc[n— 2]>»F>i< Wien 2b [n — i] 4^ 2c [n-- 2] 4^Hh r(b>t>i^[n — i])^. 
g-alge i* Sigefom T(aHh4-[n])-, naar [n] ffaf i)«re bet fasinne 
ttteb eller T(a)^ blitzer = a% faa bliver ogfaa T(b Hb>i^ [h'^^])^ = 
