Integrate Sinx /(1-cos x)(2-3cosx)
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Step-by-step explanation:
Let
u=2+3cosx
du=−3sinxdx
sinxdx=−13du
Therefore,
∫sinxdx(2+3cosx)2=−13
∫duu2=−13
∫u−2du=13⋅1u=13⋅(12+3cosx)+C
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