The *Negligible* tank!

A cylindrical tank of negligible mass is kept on a perfectly frictionless surface. Now it's being filled with an ideal liquid of density d upto a height H , after this a small hole is made at the bottom of the tank, the liquid as expected gushes out, due to which a force is experienced by the tank and the tank accelerates. Find the final velocity v of the tank when all the liquid drains out?

(Acceleration due gravity = g )

NOTA 6 \times \sqrt{3gH} 2 \times \sqrt{2gH} 3 \times \sqrt{6gH}

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