Mathematics · Differential Equations
The solution of the differential equation dxdy + xy = x2 is:
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- 11y = cx - x log(x), where c is a constant of integration.
- 21x = cy - y log(y), where c is a constant of integration.✓
- 31x = cx - x log(y), where c is a constant of integration.
- 41y = cx - y log(x), where c is a constant of integration.
Correct answer
1x = cy - y log(y), where c is a constant of integration.
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