2. Suppose we have a rectangular magnet with a north and south ends. We can then create an imaginary rectangular box enclosing the magnet with equal sides on the ends and equal side lengths. (a) State the expression for Gauss's law for magnetic fields. What then, does the left and right hand side represent in terms of magnetic flux, g? Why do monopoles not exist? Last, when do we apply symmetry and non-symmetry to solve a problem? (b) Show that Guass's law for magnetic fields hold true.
2. Suppose we have a rectangular magnet with a north and south ends. We can then create an imaginary rectangular box enclosing the magnet with equal sides on the ends and equal side lengths. (a) State the expression for Gauss's law for magnetic fields. What then, does the left and right hand side represent in terms of magnetic flux, g? Why do monopoles not exist? Last, when do we apply symmetry and non-symmetry to solve a problem? (b) Show that Guass's law for magnetic fields hold true.
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Transcribed Image Text:2. Suppose we have a rectangular magnet with a north and south ends. We
can then create an imaginary rectangular box enclosing the magnet with equal
sides on the ends and equal side lengths.
(a) State the expression for Gauss's law for magnetic fields. What then, does
the left and right hand side represent in terms of magnetic flux, g?
Why do monopoles not exist? Last, when do we apply symmetry and
non-symmetry to solve a problem?
(b) Show that Guass's law for magnetic fields hold true.
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