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How do I tell if this converges or diverges? Im not sure how to do this integral, or if I even need to to determine that
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\[\int\limits_{1}^{\inf}\frac{ 2+\cos(x)}{ x^2 } dx\]\]
Judging by answers to similar problems I should be comparing it to a simpler similar integral whos convergence is known.. I am not sure how to determine what that similar expression is.
I would use the fact that\[\cos x\le1\] and rewrite a larger integrand replacing cosx with 1
you know (hopefully) that\[\int_1^\infty\frac1{x^2}dx\]converges
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