Mathematics · Differential Equations
The particular solution of the differential equation log(dydx) = 3x + 4y, given that y(0) = 0, is:
- 14e3x + 3e-4y = 7✓
- 23e3x + 4e4y = 7
- 34e3x - 3e-4y = 3
- 4e3x + 3e-4y = 4
Correct answer
4e3x + 3e-4y = 7
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