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If series ak converges & series bk diverges,is it necessarily true that sum of (ak+bk) diverges?
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If series ak converges & series bk diverges,is it necessarily true that sum of (ak+bk) diverges?
give me example?
spose the limit of bk is L, such that L is a real number let the limit of ak meander off into infintity is infinity + L convergent??
mighta got the bk ak vackeards ... but same principle i think :)
*backwards
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if L IS negative ,indter form .if L is positive ,infinity diverges.
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