Gauss' law for electric fields is E dA = q/eo, whereas for magnetic fields it is $ B. dA = 0. Why does this imply isolated magnetic charges do not exist?
Gauss' law for electric fields is E dA = q/eo, whereas for magnetic fields it is $ B. dA = 0. Why does this imply isolated magnetic charges do not exist?
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![Gauss' law for electric fields is $ E dA = q/€o, whereas for magnetic fields it is
$B-dÃ= 0. Why does this imply isolated magnetic charges do not exist?
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Transcribed Image Text:Gauss' law for electric fields is $ E dA = q/€o, whereas for magnetic fields it is
$B-dÃ= 0. Why does this imply isolated magnetic charges do not exist?
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