The ratio test for series: Let sigma^infinity_n=1 a_n be a series so that lim_n

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The ratio test for series: Let sigma^infinity_n=1 a_n be a series so that lim_n right arrow infinity |a_n+1/a_n|=p If p1 then Sigma^infinity_n=1 a_n is divergent If p=1 then the test is inconclusive. Decide if the ratio test can be used to show convergence for Decide if the ratio test can be used to show convergence for Decide if the ration test can be used to show convergence for Decide if the ratio test can be used to show convergence for Decide if the ratio test can be used to show convergence for Can the ratio test be used to decide the convergence of the harmonic series? What earlier test can be used to decide this? Carry out the process.

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