A fixed cylindrical vessel is filled with water up to height $H$ . A hole is bored in the wall at a depth $h$ from the free surface of water. For maximum horizontal range $h$ is equal to :

Question

A fixed cylindrical vessel is filled with water up to height H- A hole is bored in the wall a depth h from the surface of water- For maximum horizontal range h is equal to -3H-4HH-2H-4

Toppr Admin · Accepted Answer

Let velocity at hole be v - density be -x3C1- Applying Bernoulli theorem for top-most layer and hole-

A fixed cylindrical vessel is filled with water up to height $H$ . A hole is bored in the wall at a depth $h$ from the free surface of water. For maximum horizontal range $h$ is equal to :
$3 H / 4$
$H$
$H / 2$
$H / 4$

Let velocity at hole be $v$ , density be $ρ$ . Applying Bernoulli theorem for top-most layer and hole,

A fixed cylindrical vessel is filled with water up to height H. A hole is bored in the wall at a depth h from the free surface of water. For maximum horizontal range h is equal to :3H/4HH/2H/4

Let velocity at hole be v , density be ρ. Applying Bernoulli theorem for top-most layer and hole,

A fixed cylindrical vessel is filled with water up to height $H$ . A hole is bored in the wall at a depth $h$ from the free surface of water. For maximum horizontal range $h$ is equal to :
$3 H / 4$
$H$
$H / 2$
$H / 4$

Let velocity at hole be $v$ , density be $ρ$ . Applying Bernoulli theorem for top-most layer and hole,