Substitution
Concept 5 of 11 in Indefinite Integration
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No standard formula fits ∫dx2+cosx\int \dfrac{dx}{2 + \cos x}∫2+cosxdx, and u=cosxu = \cos xu=cosx fails: there is no sinx\sin xsinx to make dududu. Is there a substitution that turns it into a plain fraction in one letter?
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