Eight charged drops of water, each of radius 1 m and having a charge of `10^(-10)` coulomb, combine to form a bigger drop. Determine the potential of the bigger drop.
Answered Feb 05, 2023
Correct Answer - 3600 V
Correct Answer - B Energy released `=4piTR^(3)[(1)/(r )-(1)/(R )] = 3((4)/(3)piR^(3)) T[(1)/(r )-(1)/(R )] = 3VT[(1)/(r ) - (1)/(R )]`
Correct Answer - A `AgNO_(3)("excess")+KI rarr Agl overset(+AgNO_(3) ("remaining"))(rarr)AgI//Ag^(+)`
Correct Answer - Yes, `V_(0)` depends on q. `V_(0)=sqrt((2KQq)/(mR))`
Correct Answer - (a). `(Q^(2))/(8 pi in_(0)R)` (b). Same as in (a)
Correct Answer - Potential will increase 16 times capacitance 4 times and energy 16 times
Correct Answer - `1.1 xx 10^(-5)N;0.367 xx 10 ^(-5)N`
Correct Answer - `2xx 10^(-10)Cm ^(2)`
Correct Answer - `sigma_(1): sigma_(2)= 2^(2//3):2`
Correct Answer - `N,N^(1//3),N^(2//3)`
Correct Answer - (i)`(7)/(16)H` (ii)`(5)/(16)H` (iii)`sqrt((Gh)/(2))`
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