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integral cos(t)/1+sin(t)
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It's a weird trigo substitution, \(t=\tan\dfrac{x}{2}\). Find out more here http://en.wikipedia.org/wiki/Tangent_half-angle_substitution
is it just let z = 1+sint dz = cost hence, \[\frac{ dz }{ z }\]
Or, if you're integrating over a period, there's a neat method using complex analysis, but the sub should suit your needs.
am i wrong there?
And of course, there's always the quick and easy substitution @Yttrium :P
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Sorry, got ahead of myself there.
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