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KIC000733 - ,J SLLK'W ties csci(v I lify to a multiple of a...

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Unformatted text preview: ,J. SLLK'W ties csci )(v I lify to a multiple of a Imp 1)(cscx+l) ing and Using Ideo cos2 x d (cscx- 3.11m (04x -91an xvii; gfo'nom'etric function. .452 Combine the. fractions and 5 Ex. 4 Simbiifyinig is»: E Simplify the expression: . D Dr. J0 Temp“. . F all-2008 Preaching - MATH 1559 power of a basic tr 8111 x COS 36 Ex. 5 37lp . ..i 7.. in: . . ... ..., ., ; . . . . . 5.3.21 1.. .. .... ..-......l...5i,.£:..$i\r;.lcnli....¢rrillt, I. .il. i. i}... I. ... ... ... lu....:ul., .\ Ji..ulf:f.l|..¢..h.,i . . ll. 1,... .riur.ic.Lrllll’Ifll|I'lnl-.I[tll§llllill!llll§|, . ,nl lilies-Ila: iii... in ... it...» i. iii! 4.3.41.1... ... .....si . . .....Iefar; . .12.: .51". ... nlllixillllsi.ll..r£:.ufi ll. .r..l.§.}-,qs!.ei1§.ll§§ lying? .nf-IJ‘? lid. L . . . ..I.... x . . ...-v ... (... ,o. . I . .....I! . l 5...: l 11...}... ... 5145.353... .l‘... 71:3.305151.» .{z .. $1.11.?! ...-I. ...r. I... n. . |., . in. . . ...l .. . . . .. . . ...}: . .....-aiiiji .. . . . II N III I.- . l. I . 5 tan(—x) = -tan x cOt(«x) = -cotx ‘ . H Identities ' \1') av _ _ _ 3—2 7/. 2 2 . _ E S m c. I cosx sccx i sin, I I s , and U Jill}; f (as as"? ’ (9909.) cos(-x) sec(-x) i James (09 X 4CM§MZX f A r023»:(ug‘?+,gm.gié);';:tf fY the eXpre-ss” sin x g by Faefoi-iii "é ‘ CSC(-x) = - csc x In — l- \ 0 i 3 Simplify CofunctiOn Idelitritie‘ls-e 7' Simpl "l Even-Odd Identifies I” {(6):}: “Sugin(-x) Ex. ‘3 EEEaIMIIJ..J.-dlli.1a..ailI932.) . .J.I’§‘~J£¢.Ililll~1¢1ll.i}.l.e ......Iiiw .2117. ...
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