y*sin(x^2) = xsin(y^2), Find dy/dx by implicit differentiation

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y*sin(x^2) = xsin(y^2), Find dy/dx by implicit differentiation
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He used the product rule F = y, g = sin(x^2) for the L side and F=x g = sin(y^2) for the right side. To differentiate G on both sides the chain rule must be used. your dy/dx or y' whichever notation you use ends up on both sides. Get the y' to one side, factor it out and divide. That is the final answer, hope this helps

khalifaducker
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Tanks for solving the question, but you should have explained a bit more for better understanding.

lyrical_doa
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My only question is where you got y' on the RHS

virtue