TFM
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[SOLVED] Gas Laws Problem
A steel tank is completely filled with 2.90 metres cubed of ethanol when both the tank and the ethanol are at a temperature of 33.5 degrees Celsius.
When the tank and its contents have cooled to 16.5 degrees Celsius, what additional volume of ethanol can be put into the tank?
\frac{V_1}{T_1} = \frac{V_2}{T_2}
Thus
\frac{V_1*T_2}{T_1} = V_2
Thus V_1-V_2=\Delta V
Converting the Temperatures into Kelvin, I get:
\frac{289.65*2.9}{306.65}
This gives a volume of 2.739, and a change in volume of 0.16, but apparently this is incorrect?
TFM
Homework Statement
A steel tank is completely filled with 2.90 metres cubed of ethanol when both the tank and the ethanol are at a temperature of 33.5 degrees Celsius.
When the tank and its contents have cooled to 16.5 degrees Celsius, what additional volume of ethanol can be put into the tank?
Homework Equations
\frac{V_1}{T_1} = \frac{V_2}{T_2}
Thus
\frac{V_1*T_2}{T_1} = V_2
Thus V_1-V_2=\Delta V
The Attempt at a Solution
Converting the Temperatures into Kelvin, I get:
\frac{289.65*2.9}{306.65}
This gives a volume of 2.739, and a change in volume of 0.16, but apparently this is incorrect?
TFM