Water stands up height H in a tank, whose side walls are vertical. A hole is made on one of the walls does the emerging stream of water strike the floor and for what value of h this range is maximum ?

Water stands at a depth 'H' in a tank whose side walls are vertical. A hole is made on one of the walls at a depth 'h' below the water surface. For what value of 'h' this range is maximum?

Water stands at a depth H in a tank whose side walls are vertical. A hole is made on one of the walls at a depth h below the water surface. Find at what distance from the foot of the wall does the emerging stream of water strike the floor and for what value of h this range is maximum ? What is the maximum possible range ?

Water stands at a depth 'H' in a tank whose side walls are vertical. A hole is made on one of the walls at a depth 'h' below the water surface. What is the velocity of efflux?

Water stand at a heigh H in a tank whose sides are vertical. An orifice is made at the depth h on one of the wall Fig. 7(c).25 . The emerging stream of water strikes at the distance R from the tank on the floor./ Find the relation for R in term of h, and H. When R is maxmimum, how h and H are related.

Water stands at a depth H in a tank whose side walls are vertical. A hole is made in one of the walls at a height h below the water surface. The stream of water emerging from the hole strikes the floor at a distance R from the tank, where R is given by

Water stands at a depth 'H' in a tank whose side walls are vertical. A hole is made on one of the walls at a depth 'h' below the water surface. AT what distance R from the foot of the wall does themerging stream of water strike tha floor?

The water is filled upto height of 12 m in a tank having vertical sidewalls. A hole is made in one of the walls at a depth 'h' below the water level. The value of 'h' for which the emerging stream of water strikes the ground at the maximum range is ___________m.

Water is filled in a container upto height H as shown in the figure . A small hole is board on the surface of a container at the depth h from the surface of water . What will be the distance of a point along the horizontal where the jet of the water strikes the ground ? For which value of h will this distance be maximum ? Also find this maximum distance.