Mathematics · Differential Equations
The general solution of the partial differential equation ∂2z∂x∂y = x + y is of the form z =
- 112xy(x + y) + F(x)G(y)
- 212xy(x - y) + F(x)G(y)
- 312xy(x + y) + F(x) + G(y)✓
- 412xy(x - y) + F(x) + G(y)
Correct answer
12xy(x + y) + F(x) + G(y)
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