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Morgan I.

asked • 01/17/18

Using induction, show that ∀n∈N \ {0,1}, 1 + 1/(2^2) + … + 1/(n^2) > 3n/(2n + 1)

∀n∈N \ {0,1}, 1 + 1/(2^2) + … + 1/(n^2) > 3n/(2n + 1)
N denotes the Natural Numbers. I tried adding 1/(n+1)^2 to both sides but am stuck.

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