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(a)
Suppose that and are series with positive terms.
is a convergent series.
By the Comparison Test, we cannot say anything about convergence of .
Because If for all , comparision test doesnot give any result.
(b)
Suppose that and are series with positive terms.
And is a convergent series.
Therefore by the comparison Test if for all ,we can say is a convergent.
(a) No conclusion.
(b) convergent.
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