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04 Given that J 1, (r2 + 2)V () dr. find the value of J. Note that the divergence relation in spherical coordinates is given as follows V.v = (r*v.)+ ar (sin eve) + r sin e ap r sin e a0

04 Given that J 1, (r2 + 2)V () dr. find the value of J. Note that the divergence relation in spherical coordinates is given as follows V.v = (r*v.)+ ar (sin eve) + r sin e ap r sin e a0

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04 Given that J= 1, (r2 + 2)V () dr. find the value of J. Note that the divergence relation in spherical coordinates is given as follows V.v = (r'v.)+ ar (sin eve) + r sin e ap r sin e a0
Transcribed Image Text:04 Given that J= 1, (r2 + 2)V () dr. find the value of J. Note that the divergence relation in spherical coordinates is given as follows V.v = (r'v.)+ ar (sin eve) + r sin e ap r sin e a0
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