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Topic: Solutions/Henry's Law Question.  (Read 5227 times)

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Offline aficc

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Solutions/Henry's Law Question.
« on: October 22, 2007, 01:32:59 AM »
Hey, I've been stuck on a problem that's from my chemistry textbook for quite a while so I've decided to come here to see if anyone can help. The answers are in the back of the book, (1. 0.634 L CO2, 2. k_0C = 7.61 x 10^-2 M/atm , k_20C = 3.84 x 10^-2 M/atm) so I'm just asking for how to approach/do it.  Here's the problem:

The solubility of CO_2 in water at 0°C and 1.00 atm is 0.335 g/100 g of H_2O. At 20.0° C and 1.00 atm, the solubility of CO_2 in water is 0.169 g/100 g of H_2O.

1. What volume of CO_2 would be released by warming 750 g of water saturated with CO_2 from 0° C to 20.0° C?

2. What is the value of the Henry's law constant for CO_2 under each set of conditions?

For #1, I tried using PV = nRT, where P = 1 atm, R = 0.0821, n = 0.169g x 7.5 / 44.1058, T = 293 K   and I got 0.69 L for volume... which is wrong.  For #2, Im pretty sure I have use the formula C = kP, (C = concentration, P = partial pressure, k = henry's constant.  However, I have no clue as to how to find C and P.

Any help is appreciated. Thank you.

Offline Dan

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Re: Solutions/Henry's Law Question.
« Reply #1 on: October 22, 2007, 04:00:12 AM »
1. You need to work out how much CO2 is dissolved at the start of the experiment, and at the end. The difference is the amount of CO2 released. Bear in mind that you will need to convert from grams of CO2 into litres CO2 at some point if you want to check your answer with the one in your book.

2.

p = pressure (given in the question)
k = constant (unknown)
c = concentration (you are given the mass of CO2 dissolved at each temperature, and the mass of the solvent, so you can calculate c)
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Offline aficc

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Re: Solutions/Henry's Law Question.
« Reply #2 on: October 23, 2007, 02:36:06 AM »
Sorry, but I'm still lost.  Ok so I calculate how much CO2 is dissolved at 0C, which is (7.5 x 0.335 = 2.5125g?) and at 20C, which is (7.5 x 0.169 = 1.2675g?). Is that right? If so, the difference is 1.245 g...? How do I convert it into litres?  ???

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