The second-order differential equation in an unknown function u / u * (x, y) is defined as partial^ 2 u partial x ^ 2 =2 Assuming g: g(x), f / f * (y) h: h(y) the general solution of the above differential equation

(a) u = x ^ 2 + f(y) + g(x)

(b) u = x ^ 2 + xf(y) + g(x)

(c) u = x ^ 2 + xf(y) + h(y)

d)j x^ +f() y(x

asked by guest
on Sep 22, 2024 at 9:42 am



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