Chemistry - Henry's Law/Raoult's Law

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The discussion focuses on calculating Henry's law constant for nitrogen gas (N2) dissolving in blood at Earth's surface, resulting in a value of 6.26E-4 mol/L-atm. The second part involves determining the solubility of N2 when the partial pressure increases from 0.78 atm to 2.3 atm, leading to a calculated solubility of 1.43E3 mol/L. Participants emphasize the importance of maintaining precision in calculations and suggest calculating the change for 1 liter of blood. The conversation highlights the application of Henry's Law in understanding gas solubility under varying pressures. Overall, the calculations demonstrate the relationship between pressure and solubility in a practical context.
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Homework Statement


At surface of the earth, 0.000488 moles of N2 dissolved in each liter of blood. (Ptot=1 atm at surface, and PN2 = 0.78 atm). Calculate Henry's law constant for N2(g) dissolving into blood at the Earth surface and then calculate the number of moles of N2(g) that would dissolve if PN2 increased from 0.78 to 2.3 atm, corresponding to ~20 meters depth underwater.


Homework Equations


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The Attempt at a Solution


For the first part of the question, I did the following
Henry's Law states
Solubility = KH * P
therefore
4.88E-4 = KH * 0.78
KH= 6.26E-4 mol/L-atm

However I am unable to calculate the second part of the question, what I have so far
S2.3/S0.78 = 2.3/0.78 = 2.94
S2.3 = 4.88E-4 * 2.94 = 1.43E3 mol/L
Now I know the solubility of N2 at 2.3 atm, how do I approach the problem from here?

Sincerely.
 
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deviljay said:
S2.3/S0.78 = 2.3/0.78 = 2.94
S2.3 = 4.88E-4 * 2.94 = 1.43E3 mol/L

I guess it is just a typo.

Don't round down intermediate values during multistep calculations. That is present them rounded, but for calculations use full precision that is available to you at the moment.

Now I know the solubility of N2 at 2.3 atm, how do I approach the problem from here?

Calculate change for 1L of blood.

I had $2 in my pocket, now I have $5. What was the change?
 
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