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Computing flux Use the Divergence Theorem to
Chapter 14, Problem 22E(choose chapter or problem)
Computing flux Use the Divergence Theorem to compute the net outward flux of the following fields across the given surfaces S.
\(\mathbf{F}=\langle y+z, x+z, x+y\rangle\); S consists of the faces of the cube \(\{(x, y, z):|x| \leq 1,|y| \leq 1,|z| \leq 1\}\)
Text Transcription:
F = langle y + z, x + z, x + y rangle
{(x, y, z): |x| leq 1, |y| leq 1, |z| leq 1}
Questions & Answers
QUESTION:
Computing flux Use the Divergence Theorem to compute the net outward flux of the following fields across the given surfaces S.
\(\mathbf{F}=\langle y+z, x+z, x+y\rangle\); S consists of the faces of the cube \(\{(x, y, z):|x| \leq 1,|y| \leq 1,|z| \leq 1\}\)
Text Transcription:
F = langle y + z, x + z, x + y rangle
{(x, y, z): |x| leq 1, |y| leq 1, |z| leq 1}
ANSWER:Solution 22E
Given F = <+