Can you ever get a divergent sequence by multiplying to convergent sequences
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Answer:
If a sequence has a limit we say it is convergent. If not, we say it is divergent. The similarity of these two definitions together with the fact that you already have techniques for finding limits of functions of a real variable as x 1.
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Other answers
If a sequence has a limit we say it is convergent. If not, we say it is divergent. The similarity of these two definitions together with the fact that you already have techniques for finding limits of functions of a real variable as x 1.
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