.W V,J A IV. ,99

hintque i? - ; C ui particulariter satis-

fit ponendo a«+(A~i — o. > .

~ —p- /• - 1 • ■ L : \

Sit primo uu-\-{ A — i )«-f-B;z (#+-/ erit

particulariter ly—~~flx Q.tJ l 'zzxT~ f , similiquemodoyzz x~* e , vnde integrale completum erit • — u

•y — « x~ f ^- *t o • >

Si fit g~f statuatur xg~/— w :_euanescente u erit

. ^ A_ i i v ) 'viA ° i *_u i'a^

ergo hoc casu fit' n v> ^ L "

" ll J - i*-1 fTlO 1 Jl 1, i a jai^v t»ia . V

sit denique 4j\ "i" - X w 7.2—.<i)«+Bi^KMrd-:a/«cos.^+/' erit

.H/ IV i JU

w——/(cos.£-4-V —i.sm.£) ,

ergo paraticülariter . ' .

: e . o;;;fv.s osfcsl

rra-^. a'± / f-"«=t- i ^?(cos.C/sin.^.&)+1 ,sin.( ßal.lx))

.C“: 7^V” ! .. HA- • ova ^ "

quare integrale completum erit.

* .‘ii si^ , •;..: — n. .'J II! .l!07

j=^Cfl?“^ c0 {v Ü«..( /sin^. y)• -_ .'.-.Ä

' C O r O 11. ‘I. : - i q '

v,84-8Huius t ergo aequationis : 7 ..x 4- «.»>

i.

.i rfy da; - , fgydx 1

w'-vCs+t*' ÖT+

integrale completum est

- j — <x ar* •+• (3 a~ e d

, .. !*• A _j_Iil .1 •

K ?S

N r

Huius