Find the volume charge density associated with a field given by D = (xy²)i + (yx²)j + (z)k C/m²
div D⃗=ρdiv \ \vec D=\rhodiv D=ρ
ρ=∂(xy2)/∂x+∂(yx2)/∂y+∂(z)/∂z=y2+x2+1\rho=\partial (xy^2)/\partial x+\partial (yx^2)/\partial y+\partial (z)/\partial z=y^2+x^2+1ρ=∂(xy2)/∂x+∂(yx2)/∂y+∂(z)/∂z=y2+x2+1 (C/m3)(C/m^3)(C/m3)
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