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Krypton in a closed system is compressed adiabatically from 7 4 K and 1 bar to a final pressure of 2 3 bar. Compute the

Krypton in a closed system is compressed adiabatically from 74K and 1 bar to a final pressure of 23 bar. Compute the required work.
Assume krypton is an ideal gas. From Appendix B in the text, we can assume the heat capacity of krypton is independent of temperature and CP=2.5R, where R is the molar gas constant R=8.314JmolK. For an ideal gas, recall CV=CP-R=1.5R.
Report your answer in units of kJmol using three decimal places.
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