prove that (1+tan square A ) + (1+1/tan square A)= sin square A + cos square A / cos square A + sin square A + cos square A / sin square A
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(a²-b²)²+(a²+b²)²
=>Expanding both of them we get,
(a⁴+b⁴-2a²b²) + (a⁴+b⁴+2a²b²)
Hence, on opening the brackets...
It gives, 2(a⁴+b⁴)
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