1. A sphere of radius R carrying a surface charge density o rotates with angular velocity w. 1.1. Show that its magnetic
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1. A sphere of radius R carrying a surface charge density o rotates with angular velocity w. 1.1. Show that its magnetic
1. A sphere of radius R carrying a surface charge density o rotates with angular velocity w. 1.1. Show that its magnetic vector potential may be given in spherical polar coordinates as A(1,0)= μRow 3 μRow sin e 3 rsin 8. r ≤R -9. 12R Using the given A, calculate the following: 1.2. The electric field inside the sphere r<R. 1.3. The electric field outside the sphere r>R. 1.4. The magnetic field inside the sphere r<R. 1.5. The magnetic field outside the sphere r>R. > Note that o, R, G, are constants.