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Question

d2ydx2=dydx2/3

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Solution

d2ydx2=dydx23Taking cubes of both sides, we getd2ydx23=dydx2

In this differential equation, the order of the highest order derivative is 2 and its power is 3. So, it is a differential equation of order 2 and degree 3.

It is a non-linear differential equation, as it has degree 3, which is greater than 1.

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