The degree and order of the differential equation d2ydx2+x2(dydx)2+cosx=0 is
A
1 and 3
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B
1 and 2
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C
2 and 1
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D
2 and 2
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Solution
The correct option is B1 and 2 d2ydx2+x2(dydx)2+cosx=0 The highest order derivative present in the equation is d2ydx2 so the order is =2 The power raised to highest order derivative is =1 Hence degree =1 and order =2