Answers have been provided (they are in bold), I just need to know how to do the problems.

You are working on a team to design a life support system for the next generation International Space Station. Obviously, air supply, water, and food are critical, as well as removal of waste products. Since the average Carbon:Hydrogen ratio of food is about 1:1, you will model food as C₂H₂. Food is metabolized into CO₂ and H₂O using O₂ from the cabin atmosphere in the following reaction: C2H2+O2CO2+H2O (note: equation is unbalanced) The CO₂, unused O₂, N₂, and a small portion (mole fraction of 0.050) of H₂O leave via expiration from the lungs (i.e., exit stream 1). The rest of the water and a portion of unmetabolized food leave via a second exit stream. The fractional conversion of O₂ is 0.80. The inlet molar flow rate of O₂ is 100.0 mol/day and you may assume that the overall cabin atmosphere contains 25% v/v O₂ and 75% v/v N₂. The outlet molar flow rate of C₂H₂ is 0.10 times the outlet molar flow rate of O₂. Assume that food intake is steady-state, even though it would actually be consumed at regular, discrete meals. a) Determine the reaction rate R. 32 mol/day if you set chemical basis as C₂H₂ = 1. b) Determine the fractional conversion of C₂H₂. 0.94 c) Determine the outlet molar flow rates of each component of exit stream 1. CO₂: 64 mol/day O₂: 20 mol/day N₂: 300 mol/day H₂O: 20.2 mol/day d) Determine the outlet molar flow rates of each component of exit stream 2. C₂H₂: 2 mol/day H₂O: 11.8 mol/day