Two spheres, each of radius R and carrying uniform volume charge densities +p and -p, respectively, are placed so that they partially overlap as show in the figure below. d + The vector from the positive center to the negative center is d. Show that the field in the overlap region is constant and find its value.
Two spheres, each of radius R and carrying uniform volume charge densities +p and -p, respectively, are placed so that they partially overlap as show in the figure below. d + The vector from the positive center to the negative center is d. Show that the field in the overlap region is constant and find its value.
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TWO SPHERES (NEED A NEAT HAND WRITTEN ONLY OTHERWISE WILL LEAVE A DOWNVOTE NO CHAT GPT)
Transcribed Image Text:Two spheres, each of radius R and carrying uniform volume charge densities
+p and -p, respectively, are placed so that they partially overlap as show in
the figure below.
The vector from the positive center to the negative center is d. Show that the
field in the overlap region is constant and find its value.
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