(^ + 2 sin ) + ( ^ + ^2 cos ) = 0
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Given sin2 x + 2 cos y + xy = 0
Differentiate both sides w.r.t.x
2 sin x cos x – 2 sin y(dy/dx) + (y + x dy/dx) = 0
(dy/dx)( x – 2 sin y) = (-y – 2 sin x cos x)
(dy/dx)( x – 2 sin y) = (-y – sin 2x)
(dy/dx) = (-y – sin 2x)/( x – 2 sin y)
= -(y + sin 2x)/( x – 2 sin y)
= (y + sin 2x)/( 2 sin y – x)
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