Mathematics · Differential Equations
The general solution of the differential equation (1 + xy)y dx + (1 - xy)x dy = 0 is:
- 1log(xy) = xy + k
- 2log(xy) + xy = k
- 3log(xy) = 1xy + k✓
- 4log(xy) + 1xy = k
Correct answer
log(xy) = 1xy + k
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