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Now, you can take the y part, y^2,
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yes, thank you.
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Then, I can take df / dy, so then I look for y changes,
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this is 2·y here,
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so it's 2·x^3·y + 2·y.
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so that's the x derivative and the partial y derivative.
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Okay, so then you can now take higher derivatives.
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We know that from calculus and one variable,
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you can take the derivative of the derivative.
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So, one thing you can think about is d^2 f / dx^2,
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that really means take the d by dx of the d by dx.
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That's what it means.