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If 100 joule of work must be done to move electric charge equal to 4 C from a place, where potential is −10 volt to another place, where potential is V volt, find the value of V.?
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If 100 joule of work must be done to move electric charge equal to 4 C...
Given information:
- Work done (W) = 100 Joules
- Charge (Q) = 4 Coulombs
- Initial potential (V₁) = -10 Volts
- Final potential (V₂) = V Volts

Formula:
The work done in moving a charge from one point to another in an electric field is given by the formula:
W = Q(V₂ - V₁)

Solution:
- Given that W = 100 J, Q = 4 C, V₁ = -10 V
- Using the formula W = Q(V₂ - V₁), we can substitute the values:
100 = 4(V - (-10))
100 = 4(V + 10)
25 = V + 10
V = 15 V

Therefore, the value of V is 15 Volts.
By substituting the given values into the formula for work done in an electric field, we can solve for the final potential at the second point. The calculation shows that the final potential at the second point is 15 Volts.
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If 100 joule of work must be done to move electric charge equal to 4 C from a place, where potential is −10 volt to another place, where potential is V volt, find the value of V.?
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