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.

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
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Solve question 9
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
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. %3D
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