Relative Humidity Changes in a Closed Room

AI Thread Summary
To reduce the relative humidity in a 2000 cubic meter room from 80% to 50% at a constant temperature of 25 degrees Celsius, the mass of water vapor that needs to be removed is calculated using the formula for relative humidity. The initial water vapor pressure is derived from the density of saturated air at that temperature, leading to a calculated removal of 6.9 kg of water vapor. However, this result conflicts with the textbook answer, which is double this amount. The discrepancy suggests a potential error in the initial calculations or assumptions regarding the density of water vapor. Re-evaluating the computations is necessary to resolve this inconsistency.
slaw155
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Homework Statement


A room with volume 2000 cubic metres has air at T=25degrees Celsius with relative humidity 80%. Density of water vapor in saturated air at 25deg Celsius is 22.8g/m^3. Temperature and pressure of room remains constant. What mass of water vapor must be removed from this air to reduce relative humidity to 50%?

Homework Equations



relative humidity/100 = water vapor pressure/saturated water pressure

The Attempt at a Solution


using above formula and density definition we get (18.3x2000)-(11.4x2000) = 6.9kg.
However the textbook answer is double this? Where have I gone wrong?
 
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slaw155 said:
using density = mass/volume we get (18.3x2000)-(11.4x2000) = 6.9kg.
Try that computation again.
 
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