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The Magnetic Field at Any Point Is Given by π\pi AR2 μ\mu

question 32

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The magnetic field at any point is given by  The magnetic field at any point is given by   where   is the position vector of the point and A is a constant. The net current through a circle of radius R, in the xy plane and centered at the origin is given by: A)    \pi AR<sup>2</sup>/ \mu <sub>0</sub> B)  2  \pi AR/ \mu <sub>0</sub> C)  4  \pi AR<sup>3</sup>/3 \mu <sub>0</sub> D)  2  \pi AR<sup>2</sup>/ \mu <sub>0</sub> E)   \pi AR<sup>2</sup>/2 \mu <sub>0</sub> where  The magnetic field at any point is given by   where   is the position vector of the point and A is a constant. The net current through a circle of radius R, in the xy plane and centered at the origin is given by: A)    \pi AR<sup>2</sup>/ \mu <sub>0</sub> B)  2  \pi AR/ \mu <sub>0</sub> C)  4  \pi AR<sup>3</sup>/3 \mu <sub>0</sub> D)  2  \pi AR<sup>2</sup>/ \mu <sub>0</sub> E)   \pi AR<sup>2</sup>/2 \mu <sub>0</sub> is the position vector of the point and A is a constant. The net current through a circle of radius R, in the xy plane and centered at the origin is given by:


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