Trig Integrals

Trig Integrals - c!x <:S: -t (x-~ S\()~,l( ') J-C ~...

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i-(.X: ~ '3>\(13 ~ (O":>~X dx. . S Sn~)( C6'J~ S4'1K ~ Cp':V(7; t.A .. ! . : ! I ~ Cu.-- -~\n X elK. . I I i Vv - (/-<A,~) 1Jv'ir dL(-=J-) (et'b-- lA ) ~t: -~ ~ ll -( l~f - U- ) +- C -::: -(f§}x. . +Jsi(~ + C L\ --q- 11 - n i:> ()~d) (), -:: &))-+ \ ) ~ ~ () )\ /~ ".
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: t 1 , ! , t ,' ~ c:;.d'-\.x. C0S \X dx ,, ~ ~\(l""">< Co")D2 p f.- CO";) 'K dx I; \ Me ~\~ 1 \.r=-')~C¥ I ; J \J /-\J) 0,V chJ =(9"'::,K dx. I ~ i _ \.:dM \fVl J.- () ~ ~ , , ~~()d,x dx ~ I-C()~Q~ &.. -:: j- (x~()~ ;-C «c()~~)(:: ~SI1~x ! ' I I ; { J ~ I J~ l-co>ctx
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Unformatted text preview: c!x <:S: -t (x-~ S\()~,l( ') J-C ~ Co,::?'X :)~ 5 ! +Co'S~)( dx YJ (x + ~~(f) We') +-C ~~\n,i),)( Cb~)( <lK Y ~ (t-C~)L)C I +co~)() dx -~ ~ C 1-Cb~ ~J' ') d~ (-cci~x:=-'3if\~~x : -( ~ ~1{);)d.X d)( t = &x .. I -S Sin~t-cLt-et.t-~ ex dx (lx=-L cit-~ ~ . _I (l-~~na\-)+c lU2 I CI-~S\()<i)() 1-C , lCD -~ S'\nifVCCo'::lVl Y-dJ( ~ ( ")\n(Vl1+V\)( + S\tj(VLCV))'x) 3 ~ cL)(:O In I ~Ll-+\vii X\ + c...
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This note was uploaded on 01/22/2012 for the course CALC II 152 taught by Professor Vladmirshtelen during the Fall '11 term at Rutgers.

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Trig Integrals - c!x <:S: -t (x-~ S\()~,l( ') J-C ~...

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