Compute the divergence of the vector field exy2i+x+2yj
Select one:
A. exy2+2
B. y2+2
C. 2exy
D. exy2+2x+y
F=exy2i+(x+2y)jdivF=∂(exy2)∂x+∂(x+2y)∂y=exy2+2A is correctF=e^xy^2i+\left( x+2y \right) j\\divF=\frac{\partial \left( e^xy^2 \right)}{\partial x}+\frac{\partial \left( x+2y \right)}{\partial y}=e^xy^2+2\\A\,\,is\,\,correctF=exy2i+(x+2y)jdivF=∂x∂(exy2)+∂y∂(x+2y)=exy2+2Aiscorrect
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