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For example 3 9 27 81 Or 20 10 5 25 Each number in the first sequence is obtained by multiplying the previous number by 3 which we could write as a n+1 = a n X 3 In the second example each number in the series is the previous number divided by 2 or multiplied by ½ or a n+1 = a n X 1/2 3.
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In this threepart series on generating sample timeseries data we demonstrate how to use the builtin PostgreSQL function generate_series() to more easily create large sets of data to help test various workloads database features or just to create fun samples In part 1 of the series we reviewed how generate_series() works including the ability to join multiple series.
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Determine if the series ∞ ∑ n=0an ∑ n = 0 ∞ a n is convergent or divergent If the series is convergent determine the value of the series sn = 5 +8n2 2 −7n2 s n = 5 + 8 n 2 2 − 7 n 2 Solution sn = n2 5 +2n s n = n 2 5 + 2 n Solution For problems 5 & 6.
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