ei ns 5 2 85

atque e Meriei in 1) 1

— 1 )(8.). Ce Ce.

lubi coefficientes tot, quot e re viſum fuerit, fupputare licet.

—

63)— porro per F. r. cor..6 habeamus 3 1+ 2. 10g. d2-)-- zog. 1-= bs.(— 5- 10s.)

X

loco x& Ponatur, prodeat—

log.(e

erit quoque 1 5, pro log.(1+ 24)— 108.(1+) ſeriebus in 2) et 1) aequipollentibus, 7 (2 1) AA*†(2.— 1) Ba⸗ 42¹ 0a³+ G*— 1) D 7 4,,2. 9. 8„ 4 2 A x v AX S. 2a = Ae e 4 Trc 4 ren kles... Ite reh ih ieh

Eft vero inſtituta diviſione

= 4— A † Aes= A4* A2— Arr 4..... etc.

1+r B 2 2 Ir Ze—2BS rs B— 4e 4. 1(Ir)* 1 † 2 x, 13 ra — 3—= SCr— 3 Cae 6 Ca—... (1+ p) 1-†3-Se a Drr Dx*³ 3* D.—= D*⁴= Dæa—= Dæas+..„ 4 1* b⸗ T4 aeuna E x5

— 2 6.„ a„..„.„.+ r 5—. 4... (I-†)) 1

acdkeoque fuhſtitutis l0co(2—— 1),(22— 0), 23— 1).... valoribus eorum reductis, quotisque qui modo tepertt funt, in eadem aequatione rite digeſtis, habebirur

42au. 15 0 E- Tesnet.,... etc.

J50 b.= 90. 1

— 49+* 100

Frinde Laquitur, coefficientibus dignitatum ejusdem exponentis utrius- Ww que feriei comparatis, ſive aequatione ad zero reducta, tum diviſa Pe

*, denique poſito= 0, hocque femper repetito,

A valoris Indeterminati, B=— A, 0=34. 9=. E= 14

f= 4....

. ☛———————j ——————

. G 1 aue

e-