Correct Answer - C
`tan theta=F/(Mg)` (since `theta` small)
`theta=F/(Mg)rArr F= Mg theta`
`(KQ^(2))/x^(2)=Mgx/l`
`Q^(2)=(Mg)/(Kl)x^(3)rArr Q=sqrt((Mg)/(Kl))x^(3//2)`
`((dQ)/(dt))=sqrt((Mg)/(kl))(3/2x^(1//2))((dx)/(dt))=` constant
so `(dx)/(dt) prop x^(-1//2)` or `V prop x^(-1//2) rArr v prop x^(-1//2)`
