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n-2-Prove-that-k-1-n-tg-pi-3-1-3-k-3-n-1-k-1-n-ctg-pi-3-1-3-k-3-n-1-




Question Number 217871 by hardmath last updated on 22/Mar/25
n ≥ 2  Prove that:  Π_(k=1) ^n  tg [ (π/3) (1 + (3^k /(3^n  − 1)))] = Π_(k=1) ^n  ctg [ (π/3) (1 − (3^k /(3^n  − 1)))]
n2Provethat:nk=1tg[π3(1+3k3n1)]=nk=1ctg[π3(13k3n1)]

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