(sec + tan) 2 = Cosec - 1/cosec +1
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Answered by
31
(sec+tan)^2
(1/cos+sin/cos)^2
(1+sin/cos)^2
(1+sin)^2/(1-sin^2)
(1+sin)(1+sin)/(1+sin)(1-sin)
(1+sin)/(1-sin)
(1+1/cosec)/(1-1/cosec)
(1+cosec)/(1-cosec)
hence proved
(1/cos+sin/cos)^2
(1+sin/cos)^2
(1+sin)^2/(1-sin^2)
(1+sin)(1+sin)/(1+sin)(1-sin)
(1+sin)/(1-sin)
(1+1/cosec)/(1-1/cosec)
(1+cosec)/(1-cosec)
hence proved
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17
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