F. Alg. rat. fract. 



Log.de \D6n.x' -{-{ICos.xy. TABLE 412 suite. Lim.Oet-. 



Circ. Dir. ) 2 



f xSin.2ji djT it ( 1 1) \ 



'j X* +HC0S.X)* l — ZpCQs.2x+p^ ^ ^> \n — l(l-\.p)'~n\ '''^S^'j 



f CosMx xSin.k!V-\-CoaJcx.lCosjc n \ fPoisson, P. 



^jx'-{-{lCoa.xy l-ZpCos.2x+p^ ^" ^ 2(l-p)» / ( n'. 76*' 



,p* < 1, i = Qo;\ 



f Cos.'' X. Sin. 2 X Sin, k x. I Cos. x—x Cos. hx 

 J x^ + (lCos.Ty ~l—2pCos.Zx+p^ ^^ ^ ^ 

 ( (ICos.xy + 2, X Tang. X. I Cos. X — ar» 



^^V {7-'+Vcos:7yy ~ ^^'"■^ ^* = 



f{lCo8.xy — ZxCol.x.lCos.x—x'^ ^ 1 — 12 



'*7 {x^+ilCos.xr}^ -^-'^9--dx = . --^ V. T. 412. N^ 2 



— - V. T 412. N». 1. 



212 



F. Alg. rat. ent. 



■o 



Log.de TABLE 415. Lim.Oet„. 



Circ. Dir. 



f ' 11 



l)llSin.r.xda; = -it* I- Grunert, Gr. 4. 113. 

 J 2 2 



2) = 7r?(/2 — Zani) Arndt, Gr. 6. 187. 



3) jlSin. x.{Tt — Zx)dx — Grunert, G*. 4. 113. 



f 1 • - 



^)\lCot.'^ x.xdx = 7i»/- V. T. 413. N». 3. 



b}llTang.*x.xdx= V. T. 413. N\ 1, 4. 



/I 1 ^ 



l{{Sin.x)).xdx = - n^ I- ± an* i 1 



} Liiidmann, Gr. 16. 04. 

 f 1 1 2a-l- 1 \ 



7)ll((—Sin.x)).xdx = -7tU~±: ^^^ nU] 



7 ^^ ^' 2 2 1 / 



»)jl(l — 2pCos.2x-^p^).Cos.{{2a—l)x).x±^l>dx = ] 



9) A(l-2pCo«.2x+p»).5m. {(2 a-l)a;}.a^2*+i rf» = ( ^''""'' **" ^*"'"' ^'- '^- •*'• 

 Page 532. 



