differentiation of(y²=x+y)
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y² = ( x +y )
Differentiate both sides w.r.t x we have
d(y²)/dx = d(x)/dx + d(y)/dx
2y dy/dx = 1 + dy/dx
2ydy/dx - dy/dx = 1
dy/dx ( 2y - 1 ) = 1
dy/dx = 1/( 2y - 1 )
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