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Question

The order and degree of the differential equation
y=xdydx+2(dydx) is.

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

The correct option is C 1,2
We have, y=xdydx+2(dydx)

Multiply both sides by dydx
ydydx=x(dydx)2+2
Clearly above equation polynomial in dydx
Thus order is highest differential which is 1
and degree is power to the highest differential which is 2

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