· If cosh x = sec 0 then prove that tanh?
2
= tan
2.
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We know Tanh2 x/2
= cosh x - 1 / cosh x + 1
= sec 0 - 1 / sec 0 + 1
= 1 - cos 0 / 1 - cos 0 = 2 sin²(0/2) / 2cos²(0/2)
= Tan2 θ/2
∴ Tanh2 x/2 = Tan2 θ/2
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