Figure shows a large closed cylindrical tank containing water. Initially, the air trapped above the water surface has a height `h_(0)` and pressure `2p_(0)` where `rh_(0)` is the atmospheric pressure. There is a hole in the wall of the tank at a depth `h_(1)` below the top from which water comes out. A long vertical tube is connected as shown.

Find the height `h_(2)` of the water in the long tube above top initially.

Figure shows a large closed cylindrical tank containing water, Initially the air trapped above the water surface has a height h_(0) and pressure 2p_(0) where p_(0_ is the atmospheric pressure. There is a hole in the wall of tank at a depth h_(1) below the top from which water comes out. A long vertical tube is connected as shown. (a) Find the height h_(2) of the water in the long tube above the top initially. (b) Find the speed with which water comes out of hole.(c)Find the height of the water in the long tube above the top when the water stops coming out of the hole.

Figure shows a large closed cylindrical tank containing water. Initially, the air trapped above the water surface has a height h_(0) and pressure 2p_(0) where rh_(0) is the atmospheric pressure. There is a hole in the wall of the tank at a depth h_(1) below the top from which water comes out. A long vertical tube is connected as shown. Find the height of the water in the long tube above the top when the water stops coming out of the hole.

Figure shows a large closed cylindrical tank containing water. Initially, the air trapped above the water surface has a height h_(0) and pressure 2p_(0) where rh_(0) is the atmospheric pressure. There is a hole in the wall of the tank at a depth h_(1) below the top from which water comes out. A long vertical tube is connected as shown. Find the height of the water in the long tube above the top when the water stops coming out of the hole.

Figure shows a large closed cylindrical tank containing water. Initially, the air trapped above the water surface has a height h_(0) and pressure 2p_(0) where rh_(0) is the atmospheric pressure. There is a hole in the wall of the tank at a depth h_(1) below the top from which water comes out. A long vertical tube is connected as shown. Find the speed with which water comes out of the hole

Figure shows a large closed cylindrical tank containing water. Initially, the air trapped above the water surface has a height h_(0) and pressure 2p_(0) where rh_(0) is the atmospheric pressure. There is a hole in the wall of the tank at a depth h_(1) below the top from which water comes out. A long vertical tube is connected as shown. Find the speed with which water comes out of the hole

Shows a large closed cylindrical tank containing water, Initially the air trapped above the water surface has a height h_(0) and pressure 2p_(0) where p_(0_ is the atmospheric pressure. There is a hole in the wall of tank at a depth h_(1) below the top from which water comes out. A long vertical tube is connected as shown. (a) Find the height h_(2) of the water in the long tube above the top initially. (b) Find the speed with which water comes out of hole.(c)Find the height of the water in the long tube above the top when the water stops coming out of the hole.

The height of the water in a tank is H. The range of the liquid emerging out from a hole in the wall of the tank at a depth (3H)/4 from the upper surface of water, will be

There is a small hole of diameter 2 mm in the wall of a water tank at a depth of 10 m below free water surface. Then the velocity of efflux of water from the hole will be