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Please help me with these two questions, I am struggling. 6. Provide examples for each of the following: a. A series that is not a

Please help me with these two questions, I am struggling.
6. Provide examples for each of the following: a. A series that is not a geometric series that can be shown to be convergent by comparing (or limit compare) with a convergent geometric series? b. A convergent series with terms that alternate between positive and negative and converges to 4. 2 n 7. Find the sum of the series 255:5 4

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