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(1 point) Consider the series i 2n4+4 2n5+2 n=1 Use the test(s) of your choice to determine whether the series is absolutely convergent, conditionally convergent,

(1 point) Consider the series i 2n4+4 2n5+2 n=1 Use the test(s) of your choice to determine whether the series is absolutely convergent, conditionally convergent, or divergent. The series is. .. A. Absolutely convergent. O B. Conditionally convergent. O C. Divergent. Do the same for the series The series is. .. 0A. Absolutely convergent. O B. Conditionally convergent. 0. Divergent

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