if 1 - sin²A = tan²A. prove that, sin²A = 1 + cos²A/cos²A
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Answer: Answer: ({2}A - Cosec^{2}A =\ \textgreater \ { Cot^{2}A - Cosec^{2}A } + Sec^{2}A [/tex]
Hence proved that
LHS = RHS
Step-by-step explanation: you are wrong the one who posted this question id iot. the other guy worked hard.
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