work done in moving 5 coulomb charges from A to B is 75 joule if potential at a is 25 volt find potential at b
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Answered by
22
Given conditions ⇒
Charge(Q) = 5 C.
Work done in bringing the Charge from Point A to B(W) = 75 J.
Potential at Point A (V₁) = 25 V.
Potential at Point B = V₂.
Now, Using the Formula,
V₂ - V₁ = W/Q
⇒ V₂ - 25 = 75/5
V₂ = 15 + 25
V₂ = 40 V.
Hence, the Potential at Point B is 40 V.
Hope it helps.
Charge(Q) = 5 C.
Work done in bringing the Charge from Point A to B(W) = 75 J.
Potential at Point A (V₁) = 25 V.
Potential at Point B = V₂.
Now, Using the Formula,
V₂ - V₁ = W/Q
⇒ V₂ - 25 = 75/5
V₂ = 15 + 25
V₂ = 40 V.
Hence, the Potential at Point B is 40 V.
Hope it helps.
Answered by
8
Final Answer : 
Steps :
1) We have,
Work done in moving a charge from A to B = 75 J

charge, q = 5 C
We know that,

Hence, Potential at point B is 40 V
Steps :
1) We have,
Work done in moving a charge from A to B = 75 J
charge, q = 5 C
We know that,
Hence, Potential at point B is 40 V
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