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Mythbusters
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1. How do I determine the potential in the region outside a sphere, when I have a static charge distribution outside the sphere?
The formula for determining the potential outside a sphere is V = kQ/r, where V is the potential, k is the Coulomb constant, Q is the charge of the sphere, and r is the distance from the center of the sphere.
The potential outside a sphere varies inversely with distance. This means that as the distance from the center of the sphere increases, the potential decreases.
Yes, the potential outside a sphere can be negative. This occurs when the charge of the sphere is negative and the distance from the center of the sphere is large enough.
The potential outside a conducting sphere is constant and does not vary with distance. This is because the charge on a conducting sphere distributes itself evenly on the surface, resulting in a uniform potential. In contrast, the potential outside a non-conducting sphere varies with distance.
Yes, the potential outside a sphere can be affected by other nearby objects. This is because the potential at a point is influenced by the presence of other charges in the surrounding space. However, the potential outside a sphere is primarily determined by the charge and distance of the sphere itself.