FindRoot for arbitrary number of equations?
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int = Integrate[1/(x^3 - 1), x]; Map[Framed, int, Infinity]
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Maybe like this:
n = 10; Ep = Sin[\[Phi][m]] + Cos[\[Phi][m]] + \[Phi][2] + \[Phi][1] + Sin[\[Phi][m] - \[Phi][2]];(*Assumed function*) FindRoot[Table[Qkons\[Phi][m] = -D[Ep, \[Phi][m]] == 0, {m, 1, n}], Table[{\[Phi][m], 0}, {m, 1, n}]]
