

15S DE RESOLVTION E 



Sit deinde nzz:f~+r l , vt fit m-z^~~ , erit huitis 



aequationis 



integrale in terminis al&ebraicis exprefium: 



ajx — acx^ 1 ^^- 

 t » _«__ 



__ . *4,iX«+__-_; _j_____4_]___j).^ _______-^XM**lW-iJ * , M 



l-i^ _(,_-»- 5* ac T ; .«f_i-*_,)» q*c* T" j.L.^fH-if 4 ' * * » ClC# 



- _i_ 'ii± o. a m*-.,) (i+ t ) x _ , ___-_>^___£M- i_ . - fr 



"^^(_;-f-i) ac -T- 2 . + .( 2 ,_4_. 1 )« _»c« "T- _.*.6( 2 .-+-0" ~ - ; «." "*^ 



fcu fadla ad communem denominatorem redudionc^ 

 erit ayxzz. 



-—•' _____ ___«_ 



_?_• #' ' 4_j^)f/-hi)_ L f(/-4-0( f-4- 2 )(/-+-o. :y ^" " . _____g Mg_» >_____1 **"*_.' __ _. fr 



^ __J__+^___ =.^2/-+-*)" <77"T _.♦._(_._+.. )» " ___________! 



— * * S ■- 

 , . *__+_) _ , g___ .y ._+,_) x ____!_**_- ____*)._. . Af/ . 



'Tilji+irac -T- 2 . 4 ( 2 ._+.7j>~ •"_*_•» H ~~~~ > _f-~"~~ c*c* -+-«". 



QiKTtiescunque igitur fiierit i numerus integer _ toties 



huius aequationis : 



-______.__* 



dy*\- ayydx—accx »«-*- 1 -a"_»r 



imegrale in terminis algebraicis poteft exprimi. 

 Q. E. I. 



CoroU. f. 



