To find the partial pressure of oxygen in the diver's lungs, we need to first calculate the total pressure of the air at 50 m depth.
Using the equation:
Ptot = Pnitrogen + Poxygen
Given:
Ptot = 512 kPa (total pressure at 50 m depth)
Pnitrogen = 78% of Ptot
Poxygen = 21% of Ptot
Firstly, we find Pnitrogen:
Pnitrogen = 78/100 * 512 kPa
Pnitrogen = 399.36 kPa
Next, we find Poxygen:
Poxygen = 21/100 * 512 kPa
Poxygen = 107.52 kPa
Therefore, the partial pressure of oxygen in the diver's lungs at a depth of 50 m is approximately 108 kPa.
At a depth of 50 m, the pressure is 512 kPa (kilopascals).
A diver breathing air (78% N2, 21% O2) at this depth would have what partial pressure of oxygen in his lungs?
Question 18 options:
108kPa
5.1 kPa
404 kPa
512 kPa
1 answer