prove that tan(b-c)+tan(c-a)+tan(a-b)=tan(b-c) tan(c-a) tan(a-b).
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Let A - B = P , B-A = Q and C-A = R
So P + Q + R = 0
Hence tan(P + Q ) = -tanR
tanP + tanQ / ( 1- tanP.tanQ) = -tanR
Or tanP + tanQ = -tanR + tanP.tanQ.tanR
Or tanP +tanQ + tanR = tanP.tanQ.tanR
Hence proved .
So P + Q + R = 0
Hence tan(P + Q ) = -tanR
tanP + tanQ / ( 1- tanP.tanQ) = -tanR
Or tanP + tanQ = -tanR + tanP.tanQ.tanR
Or tanP +tanQ + tanR = tanP.tanQ.tanR
Hence proved .
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1
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