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Sorry, probably a trivial question for most of you out there: Break down the steps of integrating (definite integral) sin(bx). How do we arrive at -cos(bx)/b
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Let u = bx -> u' = b ∫ sin u dx = ( - 1/u' )cosu + C
Thanks, that makes sense. Why are we dividing by u' again though?
By Integral rule: divided u' ( in opposite with derivative rule : multiply with u'
Thanks :)
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