Their are two thin circular rings of radius R and charge -Q with their axes coinciding. One of the rings is at x=0. Another of the rings is at x = N (where N is a positive value) Derive an equation for E at a distance D x=0 (in other words find the electric field strength between the two rings at a distance D from x=0).
Their are two thin circular rings of radius R and charge -Q with their axes coinciding. One of the rings is at x=0. Another of the rings is at x = N (where N is a positive value) Derive an equation for E at a distance D x=0 (in other words find the electric field strength between the two rings at a distance D from x=0).
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Their are two thin circular rings of radius R and charge -Q with their axes coinciding. One of the rings is at x=0. Another of the rings is at x = N (where N is a positive value)
Derive an equation for E at a distance D x=0 (in other words find the electric field strength between the two rings at a distance D from x=0).
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