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if a_n is a convergent series ,then is a^2 _n always convergent? give example
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but this is not a counterexample i don't think because we are to assume that \[lim_{n\rightarrow \infty}a_n=L\]
still the answer is no, because the first series could alternate but the next one would have only positive terms. i will see if i can think up a counterexample
Ah I see where I misread the question. I will try to come up with a better example.
i gotta practice my series .. just havent had the gumption to sit down and read it
hello guru! (you can call me master now!)
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thats cool :)
i cannot understand please help me
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