Find: $($a$)$ Assuming that the mass density of blood is essentially constant, what is the

relationship between Q$1$ and Q$2$ during steady state operation? $($b$)$ Write a steady$-$state

molar balance for $O2$ around the control volume. From this, evaluate the volumetric

blood flow. $($c$)$ Write a steady$-$state molar balance for $CO2$ around the control volume.

What is the uptake relationship of to $V_{CO2to}^{}{V}_{O2}^{}?$ With these equations, evaluate $(hat(C{)}_{CO2}{)}_2$Find: $($a$)$ Assuming that the mass density of blood is essentially constant, what is the

relationship between Q$1$ and Q$2$ during steady state operation? $($b$)$ Write a steady$-$state

molar balance for $O2$ around the control volume. From this, evaluate the volumetric

blood flow. $($c$)$ Write a steady$-$state molar balance for $CO2$ around the control volume.

What is the uptake relationship of to $V_{CO2to}^{}{V}_{O2}^{}?$ With these equations, evaluate $(hat(C{)}_{CO2}{)}_2$hat$(C{)}_{O2}$

Find: $($a$)$ Assuming that the mass density of blood is essentially constant, what is the

relationship between Q$1$ and Q$2$ during steady state operation? $($b$)$ Write a steady$-$state

molar balance for $O2$ around the control volume. From this, evaluate the volumetric

blood flow. $($c$)$ Write a steady$-$state molar balance for $CO2$ around the control volume.

What is the uptake relationship of to $V_{CO2to}^{}{V}_{O2}^{}?$ With these equations, evaluate $(hat(C{)}_{CO2}{)}_2$