An isolated container of a monatomic ideal gas is compressed in such a way that the pressure is linearly proportional to the volume. The pressure can be parametrizationitially at atmospheric pressure and room temperature 300K. The initial volume of the container is 0.825m. After compression, the gas is allowed to return to room temperature again at a constant volume. What is the temperature inside the container after compression if the final volume is 0.293m and pressure is 257000Pa? What is the work done by the gas in the container during compression? (A positive value will mean work is done by the gas, and a negative value will mean work must be done on the gas.) What is the pressure of the gas inside the container when the gas has reached room temperature? What is the change in entropy of the gas as it returns to room temperature? (This does not include the change in entropy during the compression sequence.) (Express your answer using at least three significant figures.) UVic Problem ID: 56531310234996140 1. T= 271 K 2. W= -95232.4342 C 3. P= 284385.6655 Pa 4. AS= 461.2 J/K