He was more than likely headed toward intubation regardless. Let's make some assumptions and create broad boundary conditions based on a "normal" patient since we do not have labs. Using perfectly normal gasses as my starting point, I have the following: PaCO2 40, HCO3- 24, Ph 7.4.
Using Henderson Hasselbalch: Ph = pKa + log ( HCO3-/ PaCo2*0.03)
log of 24/1.2--> log 20 --> 1.3
The coefficient of pKa in this case is 6.1 and that will apply throughout the bodynasnallmthe (EDIT: as all the) buffering systems are in equilibrium.
6.1+1.3= 7.4
Hopefully, you can accept what I did above as quantative proof for what I am about to do next.
So, we look at this patient and we have an ETCO2 of 68. Being conservative, I will assume a gradient of 5 to give me a PaCO2 of 73.
Let's see what the pH was at initial contact:
Using the quantative method above without changing the HCO3-, you get a pH of 7.14. This is clearly much lower than the common cutoff of around 7.25 when considering respiratory failure and intubation. However, we can play around and assume this patient has metabolic compensation.
Let's be generous and increase the HCO3- to 30. This still gives us a pH of 7.24. Even with metabolic compensation, this patient would clearly be in trouble.
While I am not exactly sure of the patient's gasses, what I did above works as a good first approximation.
Edit: phucking iPhone and it's phucking predictive entry!!!