Answer: A 0.01925 kg
B 0.7123 kg
C 1.886 kPa
mass 1 = P1V1/R1T1
P(abs) = P(atm) - P(vac) = 20 mm Hg = 2666 pascal
R= 2077.67 pa. m^3/kg. K
mass of helium remaining in the tank
original mass of helium:
m= PV/RT = 101325.024*6/2077.67*400 = .7315 kg
A. m1= P(abs) * V / R * T = 2666 * 6 / 2077.67* 400 = .01925 kg
Mass of helium pump out:
B. m2 = mass original - m1 = .71237 kg
my question is how to get Answer C which is pressure...