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8 Cards in this Set
- Front
- Back
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change in the potential energy of the charge-field system
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ΔU=-qo AƒB Eds
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1 J/C
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1 V
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potential difference ΔV between points A and B in an electric field E
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ΔV=ΔU/q0=-AƒB Eds
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potential difference where s is a vector s is parallel to E
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ΔV=-Ed
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electric potential due to a point charge at any distance r from the charge
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V=(ke q)/r
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potential energy associated with a pair of point charges
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U=(ke q₁q₂)/r₁₂
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x component of electric field
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Ex=-dV/dx
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electric potential due to a continuous charge distribution
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V=ke ƒ dq/r
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