Integrate $\int_0^x\frac{\cos x}{(a+b\cos x+c\sin x)}\,dx$
I have simplified my original integral to this form, but I don't know how to move forward. Any suggestions?
Integrate $\int_0^x\frac{\cos x}{(a+b\cos x+c\sin x)}\,dx$
I have simplified my original integral to this form, but I don't know how to move forward. Any suggestions?
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