CHAPITRE COMPLÉMENTAIRE

Sln E.nt — c.nt

sin E.nt -b c.nt

-io",999(4l-r,56o(5))

(— o",3(ind.) J

sin E.nt -h c'm.nt sinE.nt — c’m.nt

«n E .lit — 2c.rc£ j — o,r,j96 (5) ( sin E.nt -b 2c. nt | — o,?5357 (5) |

Sm Z? .72^ — 2g-.7tf j — Of,,7 39 (5) !

smE .nt-b2cm.nt j — o'',o44 (5) I

sinE.nt — 2cm.nt {-+-o'',o75 (5) j

5 in E.nt -b c'm.nt— c.nt j-H i",498(4) — i",o32 (5) (

c'm.nt -b c.nt { *+■ i ",498 (4) — o",5o4 (5) i Sln E.nt — c'm.nt — e.nt j — o",o25(5) j

Sln E .nt — c'm.nt -h c.nt } o",o84 (5) j

sin E.nt -b c'm.nt — 2c mt j-4- 0^172 (5) f sin E.nt -b c'm.nt -b 2c.nt j4-o",i 1 7 (5) ( sinE.nt-bdm.nt— 2g.nt {-t-o",oi5 (5) } sinE.nt-bc'm.nt-big.nt o",o4 6(5) }

=-*- o*,II7 =4- o>i5 =- *>46

Zb/ne /.

sin 3E.nt

sin 3E.nt — c.nt

sin3E.nt-*-c.nt

oV43

sin 3E.nt -4- c'm.nt

|4-o'',oii(5) i

sin 3E.nt — c'm.nt

sin3E.nl — 2 c.nt

sin 3E.nt — 2 g.nt

sin 3 E.nt ■+• c'm.nt -

— c.nt J-t-o",ig4(5) 1

1 sin \E.nt

2", 287(6) -t- i",i3o (7)4-0", 6 (ind.) |

\sin\E.nt — c.nt

) -b 5"?i 2 1 (6)4- i",i 1 5 (7) 4- o",4 [ind.') |

= -4-38",ooi

sin l\E.nt -4- c.nt

sin ^E.nt ■+■ c'm.nt

sin [\E.nt — c'm.nt

$in\E.nt— zc.nt j-+- 2", 567 (6)-h 1", 746(7) = -4-34”

sin \E.nt — 2^.^

-ho",o35 (6)

O Voyez la page 63 1.