A cylindrical vessel of height h and base area S is filled with water. An orifice of area `s lt lt S` is opened in the bottom of the vessel. Neglecting the viscosity of water, determine how soon all the water will pour out of the vessel.

A cylindrical vessel of hieght h and base area S is filled with water. An orifice of area sltltS is made at the bottom of the vessel. Neglection viscosity find how soon the vessel would be emptied.

A cylindrical vessel of radius R and height H and open at the top is completely filled with y . A small circular hole of radius r is made near the bottom of vessel . The time taken for 25 % of water to flow out is

Two identical cylindrical vessels have the same base area but are filled with different volumes of water . The forces on the bases of the two vessels are same ?

Two identical cylindrical vessels have the same base area but are filled with different volumes of water . The forces on the bases of the two vessels are same .

n orifice of area 10 sq.mm is made at the bottom of a vessel containing water to a height of 10m above the orifice. What is the force on the vessel in N(g=10 ms^(-2)) ?

A wide cylindrical vessel 50cm in height is filled with water and rests on a table. Assuming the viscosity to be negligible, find at what height from the bottom of the vessel a small hole should be perforated for the water jet coming out of it to hit the surface of the table at the maximum distance l_(max) from the vessel. Find l_(max) .

A wide cylindrical vessel 50cm in height is filled with water and rests on a table. Assuming the viscosity to be negligible, find at what height from the bottom of the vessel a small hole should be perforated for the water jet coming out of it to hit the surface of the table at the maximum distance l_(max) from the vessel. Find l_(max) .