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Question

The degree and order of the differential equation [1+2(dydx)2]3/2=5d2ydx2 are

A
1,2
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B
2,2
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C
3,1
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D
4,3
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Solution

The correct option is A 2,2
The order is the highest numbered derivative in the equation, While the degree is the highest power to which a derivatives is raised.
So, here we are given the equation as:
[1+2(dydx)2]3/2=5d2ydx2
[1+2(dydx)2]3=[5d2ydx2]2
Hence as we can see the order and degree for the above equation are 2, 2.

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