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(1) Use the Limit Comparison Test to determine if the series is convergent. (2) Use the Limit Comparison Test to determine if the series is convergent. 00 \"21 n4+2' n=3 (3) Use the Comparison Test to determine if the series is convergent. (4) Determine if the alternating series converges oo Z(1)\"sin%. n=2 (5) Determine if the alternating series converges Z(1)\"n. (6) Determine if the alternating series converges Z(-1)\";';i- n=2 (7) Discuss but no need to submit. Let g = 2m (4)\" be the limit of the alternating '11:]. n harmonic series. What is a minimum number of terms needed for an estimate of g to Within 0.00001. (8) Discuss but no need to submit. Let g = 21:1 (7112)\" Approximate g to within 0.01. How many terms will you use