Can we use the comparison test with the improper integral of 1/x^2 from 1 to inf or the improper integral of 1/sqrt(x) from 1 to inf to show if the improper integral of sqrt(x^3+2)/x^2 from 1 to infinity converges or not? Which improper integral could we use to compare with this? This is a calculus 2 tutorial for the improper integral section. We use the comparison test for the improper integral whenever we cannot integrate the function.
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