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please help me find second derivative of 2y^3-xy=4
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\[\huge\rm 2y^3-x\cdot y=4\]
i have the first dy/dx=\[y/6y ^{2}-x\]
the second derivative is kinda hard
Example ?
\[\huge\rm 2y^3-x\cdot y=4\]
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Assuming that you want the first derivative with respect to x, differentiate each term of the above equation with respect to x. For 2y^3 you must apply the Chain Rule, since y is assumed to be a function of x. Next, your x*y is a product; you must use the Product Rule, followed by the Chain Rule. What ist he derivative of a constant (4)?
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There's more, a lot more, to the first derivative of the given equation\[\huge\rm 2y^3-x\cdot y=4\]
How would you differentiate this? |dw:1458851274587:dw|
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