4^8 Opuscula. 
^ ^ a c c f^ iaddfn'' — b^fg^ — c^fh'^--d^fk^ 
hhcfg^hh bccfgg¥ hbdfgHk -f- ccdfhHk 
-4- b d d f g g k^ H- c d d f h h k^ H- z^l^f g g h h 
2 abdf^ggk k-^iacdf^hhkk — lo bcdfgghhk k> 
Coefficiens termini habentis radicale Va 
B =: — ^*/^^ -^- ^a a b f^ g^ — i a b b f f g^ — ilb cg^ h h 
^hccg^ h"^ — ihbdg^ kk ihddg^ k"^ ■ — c^gh^ — d^ gk^ 
^ ^?^7 aacf^ ghh aadf' gkk -H ccdgh^ kk -f- cddghhk"^ 
accffg¥-h addffgk^-h labcffg^hh -f- labdffg^kk 
H- zbcdgHhkk — loacdffghhkk» Coefficiens termini 
habentis radicale \/b 
D =: — f?' /^'^ -i- 3 aacf^ P — ^ac cffh^ — ^bccggh^ 
^hhcg'^ h^ — 3 ccdh^ kk 3 cddh^ fe^ — b^g^ h -f- c J — d'gk^ 
rJ^ aabf^ggh-^ aadf^hkk abbffg^^h-haddffhk^ 
b b dgHkk -h b ddgghk^ -h tabcffggh^ -h iacdffh^kk 
ibcdggh^kk — loabdffgghkk t Coefficiens ter- 
mini habentis radicale \/ c 
■^^^ f6k laadf' k^ — ^addffk^ — ^hddggh -h -^bhdg^^W 
^ iccdh^k^—icddhhk^ — b^g^k — c^^k-h^d^k^-^- aahf ggk 
^ aa cf^ hhk ab bffg^ k ac cffh^ k + hhcg^hhk 
-f- bccggh^k-\-iahd f f g gk^-hiacdffhhk^ 
ibcdgghhk^ — lo a h cffgg hhk * Coefficiens termi- 
ni habentis radicale V d 
M = — ^ahf^g^h — ^acf^gV 4--4 4 df^ghkk — ^hcfg^ 
4- /^b df g^ hkk -h /^c dfgh^ kk 4- 2 a^af^gh -h 2 h bfg^ h 
4- iccfgh^ — 6 d dfghk^ » Coefficiens termini habencis 
\/ ahc 
O :=z ^ ab f^ gghk — /^acph^^h — a d f^ hk^ ^h cfgg hJ h 
H- /s^hdfgghk' — ^cdfh^k^ -h ^aaf^hk-^ z ccfh'k 
-4- iddfhk'* — ebhfg^^hk» Cosfficiens termini habentis 
y/ a c d 
P = Otahffgi hk -h ^acffg¥ k i^adffgW — 4^^? k — 4^%' hk^ 
— ^cdgh k^ H- ihhg^hk -h iccg¥ k -I- iddghk^ — ^aaf^ghk* 
Coefficiens termini habentis \/bcd 
N = — ^abf^g* k H- ^acfig hhk — 4 df^gk^ 4- 4 ^ cfg^ h h k 
— 4 ^ ^f.^^ fe^ -H 4 dfg hhk^ -h 1 a af^ gk -f- 2 /'/ k 
■4- iddfgl^ — 6ccfgh^k» Coefficiens termini habentis 
/ahd. XIII. 
