\(V =\frac{ Kq }{ r } \text {-.- (1) }\)
Now for combination of 64 drop
\(64 \times \frac{4}{3} \pi r^3=\frac{4}{3} \pi R^3\)
\(R=4 r\)
And \(Q =64 q\)
Potential of bigger drop
\(=\frac{ KQ }{ R }=\frac{ K 64 q }{4 r }=16 \frac{ Kq }{ r }\)
\(=16 \times 10\,mV =160\,mV\)
Correct answer is \(160 .\)