[" Faristing a reduced pressure in the verticial these in the the renters "5" cond is spreased out the "],[" pressure in the bulb is "P_(0)+P" ,where "P" is the gauge pressure the is the atmospleme pressure,if vis the "],[" speed of air in "BC" ,find how large would "v" need to be,to cause to rise to Bec to Bensity of the "],[" and density of liquid is "rho" ) "],[[sqrt(2((P+rho gh))/(rho_(a)))," (B) "(Phpg)/(sqrt(rho_(a)))],[" Wroth "]]

Figure shows a crude type of atomizer. is compressed, air flows swiftly through tube BC causing a reduced pressure in the particles of the vertical to Liquid rises in the tube, enters BC and is sprayed out. if the pressure in the bulb is P_(a) + P , where P is the gauge pressure and P_(a) is the atmospheric pressure, v is the speed of air in BC , find how large would v need to be to cause the liquid to rise to BC . Density of air = 1.3 kg//m^(3) .

Figure shows a crude type of atomizer. is compressed, air flows swiftly through tube BC causing a reduced pressure in the particles of the vertical to Liquid rises in the tube, enters BC and is sprayed out. if the pressure in the bulb is P_(a) + P , where P is the gauge pressure and P_(a) is the atmospheric pressure, v is the speed of air in BC , find how large would v need to be to cause the liquid to rise to BC . Density of air = 1.3 kg//m^(3) .

The pressure of confined air is p. If the atmospheric pressure is P, then :-

The pressure of confined air is p. If the atmospheric pressure is P, then :-

The pressure of confined air is p. If the atmospheric pressure is P, then :-

It P is the pressure and rho is the density of a gas, then P and rho are realted as :

If P is the pressure and rho is the density of a gas, then P and rho are related as :

How does the speed v of sound in air depend on the atmospheric pressure P?

Considering the pressure p to be proportional to the density, find the pressure p at a height h if the pressure on the surface of the earth is p_0 .