F. Circ. Dir. rat. ent, composce. TABLE 80 suite. Lim.OetTr. 



'iBessel, Abh. Ber- 



,, , , (Poisson, Conn.dcs 



7 (l-qCos.x)'' 2 Wi 1^1 l»/i(l +«)»/! J [ P^'««JJ|'- 



f n—Cos.x ( „ I «{4a?)°f 5^ a+2n )' <les Temps. 



F. Circ. Dir. rat. fract. a den. mon6me. TABLE 81 . Lira. et n. 



1)/—^ = V. T. 19. N°. 13. 

 'jCoa.x 



f Sin. X 



2) / ax = 00 Schlomilch, Int. 24. 



'j Cos? X 



3)//Si7l.2a+lar - — V- = (—1)" I ) ^'"''^«' ^^''^ 25- 160. 



F. Circ. Dir. rat. fract. a den. binomedule'degre. TABLE 82. Lim. et ^r. 



C dx 4in 



1) / = V. T. 65. N°. 3. 



7 2 — -Sin. X 3 »/ 3 



dx 2n 



V. T. 6B. N^ 4. 



2 + 5m. X 3 1/ 3 

 3)' 



/ 5 = r Cosec. —— 2 Sin. —■ — . Cot.—- V. T. 25. N'. 14. 



6 



d X 



= 2 (w— A,) Cosec. X V. T. 25. N". 2. 



/• da; 



^7l+5in.j;.( 



f dm n YM\er, Calc. Int. T. 4. S. 6. 22. — Schlomilcli, Cr. 



6)/ >B ;iP*>2'; 33. 268. — Kamus, Danske Afh. 6. 265. — Bjor- 



Jp-\-qCo».x V/ (P' — ?*) Ung, Qr. 21. 26. 



Page 134. 



Sin, X. Cos. A 



- = 2 ;i Cosec. % V. T. 25. N». 8. 



