Find ∬ s F · n d S , where F ( x , y , z ) = x i + y j + z k and S is the outwardly oriented surface shown in the figure (the boundary surface of a cube with a unit corner cube removed).
Find ∬ s F · n d S , where F ( x , y , z ) = x i + y j + z k and S is the outwardly oriented surface shown in the figure (the boundary surface of a cube with a unit corner cube removed).
Solution Summary: The author explains the Divergence Theorem, where E is a simple solid region, and S the boundary surface of an open region.
Find
∬
s
F
·
n
d
S
,
where
F
(
x
,
y
,
z
)
=
x
i
+
y
j
+
z
k
and S is the outwardly oriented surface shown in the figure (the boundary surface of a cube with a unit corner cube removed).
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