9. The density of saturated vapor refrigerant -134a is expression in the form p= aT + bT +c, (where a = 0.010709, b = -5.277, c = 656.8181), The initial temperature is -15°C and pressure is 164 kPa and final temperature is 60 °C and pressure is 1683 kPa. Calculate the coefficient of bulk modulus(K). 10. Given that, the barometer reading of 760 mm of Hg; Calculate the pressure in SI units for both absolute and gauge. Consider intensity of pressure = 43 kPa. %3D

Elements Of Electromagnetics
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9. The density of saturated vapor refrigerant -134a is expression in the form p = aT + bT +c, (where
a = 0.010709, b = - 5.277, c = 656.8181), The initial temperature is –15°C and pressure is 164 kPa
and final temperature is 60 °C and pressure is 1683 kPa. Calculate the coefficient of bulk
modulus(K).
10. Given that, the barometer reading of 760 mm of Hg; Calculate the pressure in SI units for both
absolute and gauge. Consider intensity of pressure = 43 kPa.
Transcribed Image Text:9. The density of saturated vapor refrigerant -134a is expression in the form p = aT + bT +c, (where a = 0.010709, b = - 5.277, c = 656.8181), The initial temperature is –15°C and pressure is 164 kPa and final temperature is 60 °C and pressure is 1683 kPa. Calculate the coefficient of bulk modulus(K). 10. Given that, the barometer reading of 760 mm of Hg; Calculate the pressure in SI units for both absolute and gauge. Consider intensity of pressure = 43 kPa.
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