91影视

In this problem, the concept of Bernoulli鈥檚 principle will be used in order to estimate the height of the water in the hose and the funnel.

The relation from Bernoulli鈥檚 principle is given by,

${\mathrm{P}}_1+\frac{1}{2}{{\mathrm{蚁惫}}_1}^2+{\mathrm{蚁驳丑}}_1={\mathrm{P}}_2+\frac{1}{2}{{\mathrm{蚁惫}}_2}^2+{\mathrm{蚁驳丑}}_2$

Here, $P_1$and $P_2$are the pressure of water at hose and funnel, $蚁$ is the density of water, $v_1$and $v_2$are the speed of the water at hose and funnel, $h_1$and $h_2$is the height of the water in hose and funnel and g is the gravitational acceleration.

In the above relation, it is observed that the pressure of the water doesn鈥檛 rely on the cross-sectional area of the pipes. It is dependent on the height of the water level. Water in the hose, as well as the funnel, is exposed to similar atmospheric pressure. Hence the rise of the water in the hose will be at the same level as in the funnel. Also, the reaction forces from the side of the funnel will support the extra weight of the water present in the funnel.