Calculate G, A,
and Suniv
for each of the following processes and state any approximation
made:
a) reversible melting of 36.0 g of ice at 0oC and 1
atm
b) reversible vaporization of 39 g of C6H6 at
its normal boiling point of 80.1oC and 1 atm
c) adiabatic expansion of 0.100 mol of a perfect gas into vacuum
with initial temperature of 300 K, initial volume of 2.00 L, and
final volume of 6.00 L
Densities of liquid and solid water at 300 K are 1.00 g/cm3 and
0.917 g/cm3, respectively.
Please show all work. I get confused easily if steps are skipped.
Thank you!
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Calculate G, A, and Suniv for each of the following processes and state any approximation made: ...
Please answer clearly & correctly. Selected properties of water Heat of fusion at the normal melting point: The heat of vaporization at the normal boiling point: Liquid water: 333.55 J/g 2257 J/g Cp = 1.00 cal/(g. K) = 4.184 J/(g. K) or 75.33 J/(mole. K) ρ= 1 .000 g/cm3 Cp = 2.05 J/(g. K) or 38, l J/(mole K) ρ=0.917 g/cm3 Water ice at 0°C and 1 atm Heat capacity of water vapor, H20(g) Cvm 28.03 J/(mol-K).
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