A vessel with a symmetrical hole in its bottom is Paste on a cart. The mass of the vessel and the cart is `1.5 kg`. With what force `F` (in `xx 10^(2)N)` should the cart be pulled that the maximum amount of water remains in the vessel. The dimensions of the vessel are as shown in the figure. Given that `b = 50 cm, c = 10 cm`, area of base `A= 40cm^(2), L = 20 cm, g = 10 m//s^(2).

A vessel with a hole in its bottom is fastened on a cart. The mass of the vessel and the cart is M and the area of the vessel base is A . What force F should the cart be puuled with so that maximum amount of water remains in the vessel ? The dimensions of the vessel are shown in the figure . Assume where is no friction between cart and ground and vessel is fixed with cart . ( rho is density of water )

For the arrangement shown in the figure, the force at the bottom of the vessel is

For the arrangement shown in the figure, the force at the bottom of the vessel is

A force F is applied to the initially stationary cart. The variation of force with time is shown in the figure. The speed of cart at t = 5 sec is

A force F is applied to the initially stationary cart. The variation of force with time is shown in the figure. The speed of cart at t = 5 sec is

A force F is applied to the initially, stationary cart. The variation of force with time is shown in the figure. The speed of cart at t = 5 s is

A vessel of 100 cm^(2) cross sectional area contains water. The mass of water is 2 kg. Find the pressure acting on the bottom surface.

A force F= 2t^2 is applied to the cart of mass 10 Kg, initially at rest. The speed of the cart at t = 5 s is -