CAPVT III.

3<55

hincque aequatio elicitur integralis haec :

'■ •?

T + C/-

AT

d‘v

(2«-i)(v-4)

«-

{ v -+f +l Vv

:D

vude T definitur per v, tum vero est SrrrVT'y;

CdS-A T n ~VTR-C , Q.-AT 7 et P<Ar —-^--

Coroll. I.

510. Cafu quo est nzzl, ob

:Iz habetur

JA/;-— 4 - C/( 7 rr lT v - J D ftu

r

ä'v

-A7 - 1 —_- c 1 v — 1 n

3 °<D_4 t ä'~ * V '(.> - ä JJ

vnde pofito VZZ4.UU et CnXA erit

r

? > —■ U tt

* ^ „n_ dT" =p '-sudu-+-2Via

At «st T-—z=zr~Quocirca pro liac

^/~f~Cona. feu T~E(i—ffa)

Hinc porro SiawVTzaa (JitHfVEfi-"««) , etR-C—XA,- turn Q.-A.(i%a)*VE(i~- WW ), at-<pie Vdx “nr" + “TT ~ nr

p rpn Pifj. — Aiüi-LirA X - ~.1.^1«c#r^u rw a — f —— 21 u 1

aequatione

*£jLai +• A iy (X4-jy (~~ ) 5 V E (x ~m)] -®

multiplicator erit

x

^-"—'— -X---

fV (1 + aw ^{j—.)* V" E( 1 - u u) 4 - Ej7 (1 -uu) () x )

2 z 3 Coroll.2.