pt Consider the series n 1 8 n 2 9 n Determine whether the series converges and

Pt consider the series n 1 8 n 2 9 n determine

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3.(1 pt)Consider the seriesn=18n+29nDetermine whether the series converges, and if it converges,determine its value. 4.(1 pt) The following series are geometric series or a sumof two geometric series.Determine whether each series converges or not.For the series which converge, enter the sum of the series. Forthe series which diverges enter ”DIV” (without quotes).(a)n=19n8n=,(b)n=212n=, (e)9n+4=,(f)n=18n+2n9n=.5.(1 pt) Solve forx: n = 1 9 n 6.(1 pt) Determine the sum of the following series. 7.(1 pt) Determine whether the series is convergent or diver-gent. If convergent, find the sum; if divergent, enterdiv.n=1arctan(2n) 8.(1 pt) Consider the seriesn=1n6n2+4Determine whether the series converges, and if it converges,determine its value. If the sum does not converge, enterDNE. 9.(1 pt) Find the sum of the following infinite series. If it isdivergent, type ”Diverges” or ”D”.n=1n8Sum:10.(1 pt) Given:An=4096n/282nDetermine:(a) whethern=1(An)is convergent.

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