Question: Solve Please ( 1 . ) Determine the seriesalE ( - 1) n ( b ) E (- 1) ( 124 +3n) ( a) converges

Solve Please ( 1 . ) Determine the seriesalE ( - 1) n ( b ) E (- 1) ( 124 +3n) ( a) converges absolutely 3 n2 th - 2 no + 3n2 -3 ( b ) 4 Conditionally ( c ) does not Converges ( 2) | |Devermin the Series is converges or diverges. Using proper notation and Show all of you work ( a) ( c ) 2 an ! n 2 Cb) ( d ) z arctan ( n ) 3 n2 +60+ 1 h 2 +1 ( 3 ) ( a) Find the Power Series in Sigma notation ( a ) f ( x ) = L ( b ) f ( x ) = 3 - X 4 - X (b ) Using your answer from part(a) and the integral of a U power Series , give' the power series in Sigma notation for (a) q ( x) = In( 3 -x ) ( b ) q ( x ) = in ( 4 -x) ( bli )

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