The barometric height at a certain place is 0.75 m of mercury. What will be the barometric height ifa liquid of density `3.4xx 10^3kg/m^3` is used to llll the barometric tube?
`[P_("mercury")=13.6xx10^3kg//m^3`]

What is the barometric height of a liquid of density 3.4 g cm^(-3) at a place, where that for mercury barometer is 70 cm?

What is the barometric height of a liquid of density 3.4 g cm^(-3) at a place, where that for mercury barometer is 70 cm?

What is the barometric height of a liquid of density 3.4 g cm^(-3) at a place, where that for mercury barometer is 70 cm?

Assuming the density of air to be 1.295 "kg m"^(-3) , find the fall in barometric height in mm of Hg at a height of 107 m above the sea level. Take density of mercury = 13.6 xx 10^3 "kg m"^(-3) .

A vessel is fileld with mercury to a height of 0.9 m . Barometric height is 0.7 m . mercury :

A glass tube of 1 mm bore is dipped vertically into a container of mercury, with its lower end 5 cm below the mercury surface. What must be the gauge pressure of air in the tube to a hemispherical bubble at its lower end? Given density of mercury = 13.6 xx 10^(3) kg//m^(3) , surface tension of mercury = 440 xx 10^(-3) Nm^(-1) and g = 10m//s^(2)

1 atmospheric pressure is taken as the pressure exerted by a mercury column of height 76 cm . Wh at is the approximate height of an air column that will produce one atmospheric pressure on its bottom ? [Assume that the temperature and density of a ir and th e value ofg remains constant throughout the a ir column .] [rho_("mercury")=13.6xx10^3kg//m^3 and rho_("air")=1.3kg//m^3 ]

Density of mercury is 13600 kg m^(-3) . Calculate the relative density.