Please mark true statements for comparison theorem A) When integrand is supporte

Question

Please mark true statements for comparison theorem A) When integrand is supported from below, that is done to prove its divergence B) When integrand is dominated from above, that is done to prove its divergence C) Comparison theorem only informs us about convergent/divergent outcome of integral, but not of its value D) Comparison theorem uses idea of swapping hard integrands with easy ones E) Domnating/suppurting inequality should be valid on respective interval. For type l its inifite tail, for type Il its some vicinity of explosion point

Explanation / Answer

In this question only part 'C ' is correct because comparison thereom tells about only convergence / divergence nature . It does not tell about exact value

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