Correct Answer - D
`W=U_(2)-U_(1)=q^(2)/2[1/C_(2)-1/C_(1)]`
`C_(1)=(epsilon_(0)A)/d, C_(2)=C_(1)/2=(epsilonA)/(2d)`
`q=C_(1)V=(epsilon_(0)AV)/d`
Solve to get `W=1/2(epsilon_(0)AV^(2))/d`
Alternatively:
`W=Fd=Q^(2)/(2Aepsilon_(0))d=(C_(1)^(2)V^(2))/(2epsilon_(0)A)d=1/2(epsilon_(0)AV^(2))/d`.