tan3a-tan2a-tana=tan3a tan2a tana
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We know that,
3A = 2A + A
Hence taking tan both side,
tan 3A = tan (A+2A)
tan 3A = (tanA + tan 2A)/(1 - tanA*tan 2A)
tanA + tan 2A = tan 3A (1-tanA*tan 2A)
tanA + tan 2A = tan 3A - tanA*tan 2A*tan 3A
tan 3A - tanA - tan 2A = tanA*tan 2A*tan*3A
Hence proved
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