F. Alg. i;it. ent. Tiuiir o-p w i • /. i 



f n ( 3<»-l'2) 



la;-''-' Arcsin.xdx = — U — J V. T. 12. N". 12. 



3 4a ( 2 "'2 J 



Ai-x^-)'. 



/ 



I Arccot. X. xP-'^ dx = ^ L-f ZM^"^^]— Z'(^-^)[ V. T. 3. N„. 13 



n (a +1)0-1/1 



-1 X Arcsin.x d x = ' V. T. 9. N°. 5. 



2-'a+i i«/i 



rtW.x.x-"-! c/j; = V. T. 12. No. 12. 



4a 20/2 



20-1/2 

 Arccos.x.x-<'dx = -- V. T. 12. .^'^ 13. 



la+I/2 



r. 3. N^ 13. 



F. 



.Vl'f. rat. tract, a don. monome. „, , „, ,, ^__ , ,. , 



Circ. Inv. do x. 



dx 1 



Arcsm.x — = -7ii2 Euler, X. .V. Tctr. 14. 129. — .\riult, Gr. G. 1S7. 

 X 2 



/ 



C dx ' t\ \P { * 2 * 1 1 



\ (Arcsin. x]P -- = -tt Ml — JS" 2 --[ V. T. 238. N'. 18 



/ 



/ 



/ xP — x—P n I I \ 



lArcianq.x dx = - - I — Scc.-v n V. T. 5. N'. 11 



lArccot. X ^^ ^~^ ^)-dx ^ - (l + Sec. - /) J V. T. 5. N'. 1!. 

 ; X 2 1 ^ 2 ' J 



/(p—q){xP-<l-x'l-P)—(p+q)ixP-^<l-x-P~9) 2nSin.\piT.Sin.i<j:T ^-,i|V.'l 



"' JC Cos.prf + Cof.<it } » • 



Arclang.x''' = J (— l)";^^^^^ ^- '^'- '^^- ^"- ^'• 



x u (2n-fl)- 



'Irdun^. X = » Y. T. 110. N'\ 2, 

 X- 



r. 



.p+9>i; 



N' 



V. 



Pngo 31-9. 



