Question
What are the order and degree respectively of the differential equationy=xdydx+dxdy?
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[b] The given differential equation is y=xdydx+dxdy Multiplying both the sides by dydx We get (dydx)y=x(dydx)2+1 ⇒x(dydx)2−y(dydx)+1=0 Hence, order and degree of differential equation are 1 and 2.
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Question Text | What are the order and degree respectively of the differential equationy=xdydx+dxdy? |
Answer Type | Text solution:1 |
Upvotes | 150 |