The correct answer is:
(d) 3
Explanation: In this scenario, the total pressure is the sum of the pressure exerted by the dry gas (X) and the aqueous tension (the vapor pressure of water in the air).
So, if the total pressure is given by X+3X + 3X+3 and the dry gas pressure is XXX, the difference between the total pressure and the dry gas pressure is the aqueous tension.
Therefore:
Aqueous Tension=(X+3)−X=3\text{Aqueous Tension} = (X + 3) - X = 3Aqueous Tension=(X+3)−X=3
Thus, the aqueous tension is 3.