Mathematics · Partial Differential Equations
The general solution of the partial differential equation p2x + q2y = 5z + tan(x2 - y2) is given by:
- 15x - log(5z + tan(x2 - y2)) = φ(x2 - y2)
- 25x2 - z - tan(x2 - y2) = φ(x - y)
- 3x2 - log(z + tan(x - y)) = φ(x - y)
- 45x2 - log(5z + tan(x2 - y2)) = φ(x2 - y2)✓
Correct answer
5x2 - log(5z + tan(x2 - y2)) = φ(x2 - y2)
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