A bottle with a volume of 191 U.S. fluid gallons is filled at the rate of 1.8 g/min. (water has a density of 1000 kg/m3, and 1 u.s. fluid gallon = 231 in.3.) Time taken to fill the bottle is 279 days.
Lets say a field being packed with water from a lawn hose. The volume of the fluid divided by the point interval is the volumetric glide price. Likewise, the mass of the fluid divided by the point c program languageperiod is the mass drift charge.
To calculate the time taken in filling follow the following steps:
First, the volume expressed in cubic meters
V = 191 US gal ( 231 in^3 / 1 US gal ) ( 0.0254^3m^3 / 1 in^3 ) = 0.723 m^3
The mass flow rate, expressed in kilograms per day
M = 1.8 ( 1 kg / 1000 g ) ( 1440 min / 1d ) = 2.592
The volumetric flow rate is equal to the volume between time, but also equal to the mass flow rate between destiny.
V = V / t = M / p
Solving for time:
t = p =( 1000 kg/m^3 ) = 279 d
t = 279 d
Therefore time taken to fill the bottle is 279 days.
Density is the number of things—which might be people, animals, flora, or objects—in a certain place. To calculate density, you divide the number of items by the dimension of the place. The population density of a country is the number of humans in that country divided through the vicinity into rectangular kilometers or miles.
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