= Consider the reversible adiabatic compression of a diatomic (c = 5/2) ideal gas with an initial pressure of 0.85 atm and a temperature of 70 degrees Farenheit to a final pressure of 1.0 atm at sea level. (a) What is the final temperature of the gas when compressed to 1.0 atm at sea level? Give your answer in Farenheit. (Hint: make sure you DO the problem using Kelvin!) (b) Why do you use the heat capacity for a diatomic gas when doing this problem rather than c= 3/2 ? This problem models unpleasant days in Southern California, where strong hot winds blow from the east. The heating of the air results from an adiabatic compression of cool air masses being transported from the high desert, where the pressure of the gas is less than at sea level