figure shows two holes in a wide tank containing a liquid common. The water streams coming out of these holes strike the ground at the same point. The heigth of liquid column in the tank is

In a cylindrical water tank there are two small holes Q and P on the wall at a depth of h_(1) from the upper level of water and at a height of h_(2) from the lower end of the tank, respectively, as shown in the figure. Water coming out from both the holes strike the ground at the same point. The ratio of h_(1) and h_(2) is

In a cylindrical water tank there are two small holes Q and P on the wall at a depth of h_(1) from the upper level of water and at a height of h_(2) from the lower end of the tank, respectively, as shown in the figure. Water coming out from both the holes strike the ground at the same point. The ratio of h_(1) and h_(2) is

On the wall of a cylindrical water tank, two holes are made as shown in figure. Water coming out from these holes hits the ground at the same point. What will be the ration h_(1)/h_(2)?

There are two holes O_(1) and O_(2) in a tank of height H. The water emerging from O_(1) and O_(2) strikes the ground at the same points as shows in fig. Then:

A water tank placed on the floor has two small holes, pinched in the vertical wall, one above the other. The holes are 3.3 cm and 4.7cm above the floor. If the jets of water issuing out from the holes hit the floor at the same point on the floor, then the height of water in the tank is

There are two holes O_(1) " and " O_(2) in a tank of height H. The water emerging from O_(1) " and " O_(2) strikes the ground at the same points, as shown in figure. Then

There are two holes, each of cross-sectional area a, on the oppisite side of a wide rectangular tank containing a liquid of density rho . When the liquid flows out of the holes the net force on the tank is [ h is the vertical distance between the two holes].