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Question

The order of the differential equation (d2ydx2)3=xy+(dydx)3 is ___

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Solution

Order of a differential equation is defined as the highest derivative appearing in the differential equation. (d2ydx2)3=xy+(dydx)3 is the differential equation given to us.
The highest derivative appearing is second derivative of y with respect to x. So the order of the differential equation is 2.

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