IN A TRIANGLE ABC SIGMA tanA=πtanA then sigma cotAcotB=?
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A + B + C = π (angle sum property of ∆)
cot(A + B + C) = cot π = ∞ = x/0
(sigma cotA - ΠcotA)/sigma cotAcotB = x/0
i.e.
sigma cotAcotB = 0
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