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Surface Integration over the Surface of a Box

 Description Formulate and evaluate a surface integral for a function defined on the six faces of a box.



Surface Integral on a Box in ${\mathrm{ℝ}}^{3}$

 Integrand $f\left(x,y,z\right)=$

 ${x}_{1}=$$\le x\le$$={x}_{2}$ ${y}_{1}=$$\le y\le$$={y}_{2}$ ${z}_{1}=$$\le z\le$$={z}_{2}$











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