prove that 1 / sin square A×cos square A-sin square A/Cos square A - cos square A/ sin square A=2(sin square A+ cos square A)
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Answer:
sinA=cosA
⇒tanA=1
∴2tan2A+sin2A−1
=2⋅12+cos2A
=2−1sec2A
=2−11+tan2A
=2−12
=32
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