F.Log.onnum.doCirc.polynome. ^^^^E 348 suite. Lim. ei;. 



Luc. Liir. (le lorme irnit. :J 



— {2 + '[v/(l-p')])E'(p)] Roberts, L. 11. 157. 



f Oos 2 xdx 1 



_(2_pi){4-|-;(l_;j2j} E'(p)] V. T. 348. N°. 18, 19. 



^^^I ,yn '^^''^- 2 A'^^\n~K^^'''y\ = ^l'[\ {l-p'),Arcsin.g} Roberts, L.ll. 157. 

 J \/(l—p^ oin.^ x) 1 — q\'(l — p^ Sm.- x) 



F. Log. sous forme irrat. t * ni i? ->!n i • n «f " 



l)ICos.xdxl.-^lCosec.x = -i/tt V. T. 44. N". 1. 



2) /Cos. a;(ZCosfc..r)''+t dx = —^\^n V. T. 44. N'. 2. 



iSinPx 

 J Tang.x 



la/2 



71 



(iCosec. x)a— l(ij = i^ - V. T. 1C2. N'. 4. 



(2 p)a p 



Cos. X 



4)/ — dx = l/TT V. T. 44. N^ 4. 



1/ t (Josec. X 



Sin-P X n 



— dx = \^- V. T. 178. N". 1 



ian*/. .T. 1/ ICosec. x p 



H)jSin.xdxl^lSec.x = -i/tt V. T. 44. N°, 1. 

 J 2 



/■ a^/i 



7) /5in.A'(i-Sec.a;)<'+*d.j; = i^n V. T. 44. N"-. 2. 



/ 2" 



f l.-»/2 71 



8) ICos-Pt. rano..r(Z5ec.x)a— *d^ = — \^ - V. T. 162. N^ 4. 



^ Stfi nc 



9) / -ti dx = 1/ TT V. T. 44. N'. 4. 



/ \^ I bee. X 



(Cos.P- 



^^n , , ^ dx=:?.]^- V. T. 178. N". 1. 



^-2 X. Sin. 2 X n 



77T1: dx = Z\y - 



i^ I dec. x p 



Page 456. 



