1. The problem statement, all variables and given/known data 6. A tank filled with air of initial density ρo=1.2 kg/m3 and initial pressure Po=100 kPa is to be evacuated by a vacuum pump. The tank volume is 1 m3 and the pump evacuates 0.0013 m3 of air per second regardless of the pressure. The process is isothermal and for an ideal gas such as air, this means that P/ρ = Po/ρo = constant. Derive an equation that shows how the pressure inside the tank, P, changes with time, t and then use it to calculate the time needed to reduce the tank pressure to 1 kPa. 2. Relevant equations m1+m2-m3-m4= dM/dt Mass Flow Rate = Rho x V x A Mass inside control volume = Rho(Volume) 3. The attempt at a solution The answer is (t = 3,542 s) but I am unsure of the method to get there.