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Two insulated charged copper spheres A and B of identical size have charges qa and qb. A third sphere C of the same size but uncharged is brought in contact with first and then with second and finally removed from both. What are the new charges on A and B ?
Verified Answer
Two insulated charged copper spheres A and B of identical size have ch...
A third body which is uncharged contact with body A then both distribute net charge equally .
e.g. Qnet=(0+qa)
because they equally distribute so, both have finally qa/2 charge available. 
now third body contact with body B 
then Qnet=(qa/2+qb)
now both distribute charge equally 
hence, 
each has (qa/2+qb)/2

hence finally charge in body A=qa/2
charge in body B=(qa/2+qb)/2=qa/4+qb/2

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Most Upvoted Answer
Two insulated charged copper spheres A and B of identical size have ch...
Initial Situation:
- Sphere A has charge qa and sphere B has charge qb.
- Sphere C is uncharged.

Step 1: Sphere C is brought in contact with sphere A:
- Charges on A and C will redistribute due to contact.
- Final charge on A and C will be (qa + 0)/2 = qa/2.
- Final charge on C will be qa/2.

Step 2: Sphere C is brought in contact with sphere B:
- Charges on B and C will redistribute due to contact.
- Final charge on B and C will be (qb + qa/2)/2 = (2qb + qa)/4 = (qa + qb)/2.
- Final charge on C will be (qa + qb)/2.

Step 3: Sphere C is removed:
- Sphere C is removed after sharing charge with A and B.
- Final charges on A and B will remain (qa + qb)/2.

Conclusion:
- After the process, both spheres A and B will have the same charge of (qa + qb)/2 due to sharing of charges through sphere C.
Community Answer
Two insulated charged copper spheres A and B of identical size have ch...
Charge on each sphere now is -q1
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Two insulated charged copper spheres A and B of identical size have charges qa and qb. A third sphere C of the same size but uncharged is brought in contact with first and then with second and finally removed from both. What are the new charges on A and B ?
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