A) \[20\mu C\]from \[A\]to \[B\]
B) \[16\mu C\] from \[A\]to \[B\]
C) \[32\mu C\]from \[B\] to \[A\]
D) \[32\mu C\] from \[A\]to \[B\]
Correct Answer: D
Solution :
Total charge \[Q=80+40=120\,\mu \,C\]. By using the formula \[{{Q}_{1}}'=Q\,\left[ \frac{{{r}_{1}}}{{{r}_{1}}+{{r}_{2}}} \right]\]. New charge on sphere A is \[Q_{A}^{'}=Q\,\left[ \frac{{{r}_{A}}}{{{r}_{A}}+{{r}_{B}}} \right]\]\[=120\,\left[ \frac{4}{4+6} \right]\,=48\,\mu \,C\]. Initially it was \[80\mu C\] i.e., \[32\,\mu \,C\] charge flows from A to B.You need to login to perform this action.
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