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What is the solution of the differential equationa(xdydx+2y)=xydydx?
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[d] Given differential equation is⇒axdydx−xydydx=−2ay⇒x(y−a)dy=2aydxdy−aydy=2axdx∫dy−a∫1ydy=2a∫1xdx⇒y=alogx2yc⇒x2y=key/a
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| Question Text | What is the solution of the differential equationa(xdydx+2y)=xydydx? |
| Answer Type | Text solution:1 |
| Upvotes | 150 |
