#How would I go about solving this?

6 messages · Page 1 of 1 (latest)

vale glen
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E * E * E

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= 1

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There are possible values of E

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That are different numbers, but equal to the same value

distant wadi
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So there's basically two steps to this. Step one is figuring out the value(s) of E. Step two is actually performing the sum. Both are relatively easy to do in calculus.

frail hemlock
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Hint: let
[S = 1 + \varepsilon + \ldots + \varepsilon^{2023} .]
Then
[\varepsilon S = \varepsilon+ \ldots + \varepsilon^{2024} ]
and also
[S - 1 + \varepsilon^{2024} = \varepsilon+ \ldots + \varepsilon^{2024} ]