A man inside a lift holds a jar filled with a liquid of density ρ . The lower end of jar is at a height H above floor of lift and has a small hole. With lift at rest the liquid emerging out hits floor of lift at a horizontal distance D from a point below the hole on lift. The lift
(a) accelerates up with an acceleration g/10
(b) accelerates downwards with an acceleration g/5
The corresponding distance now is D'. Then
(1) (a) D´ = D (b) D´ = D
(2) (a) D´ > D (b) D´ < D
(3) (a) D´ = D (b) D´ > D
(4) (a) D´ = D (b) D´ < D