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 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:

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

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)?

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

Statement-1 : O_(2)^(-) and O_(2)^(+) are paramagnetic . and Statement-2 : Bond order of O_(2)^(+) and O_(2)^(-) is same .

Statement-1 : O_(2)^(-) and O_(2)^(+) are paramagnetic . and Statement-2 : Bond order of O_(2)^(+) and O_(2)^(-) is same .