Prove
that,
(secA + tanA)/(cosecA+cotA) =(cosecA - cotA)/(secA - tanA)
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Answer:
if we cross multiply then we get
(secA)^2-(tanA)^2=(cosecA)^2-(cotA)^2
according to trigonometric identities both values are equal to 1 then lhs=rhs
hence proved that they are equal
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