If sin2x cos y=(a^(2)-1)^(2)+1 and cos2x sin y =a+1 where x y in 0 pi and a in R then number of ordered pairs (x y) is
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sinx.cosy=1
⇒sinx=1,cosy=1 or sinx=−1,cosy=−1
Hence, the ordered pairs of (x,y) are
(x,0), (x, 2x) (3x,X) ans..
2 2 2
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