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Topic: Simple Solubility Problem  (Read 6073 times)

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Offline Boxxxed

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Simple Solubility Problem
« on: March 16, 2011, 11:42:32 PM »
25 mg of RaSO4 is stirred in 100 ml of water. How much dissolves? ksp=4.2x10-11

RaSO4 ---> Ra + SO4

25mg = 0.025 g

moles = 0.025/322.09g/mol = 7.76x10-5

7.76x10-5 / 0.1 L = 7.76x10-4 M

Q = (Ra)(SO4) = (7.76x10-4)(7.76x10-4) = 6.02x10-7 M

Equilibrium Concentrations = Sqroot ksp = 6.48x10-6 M can dissolve

n=c*v
6.48x10-6 M * 0.1 L = 6.48x10-7

6.48x10-7 moles * 322.06 = 0.000209 grams = 0.21 mg dissolves.


If I wanted to figure out how much precipitates I just subtract the dissolved from the total?

7.76x10-5 M - 6.48x10-6 M = 7.11x10-5 M * Volume = 7.11x10-6 moles precipitated * molar mass = 0.00229g = 2.3 mg precipitated.

Why doesn't this value = 25-0.21 = 24.79 mg?

Edit, figured it out. Typo with exponent.
« Last Edit: March 16, 2011, 11:53:19 PM by Boxxxed »

Offline Nobby

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Re: Simple Solubility Problem
« Reply #1 on: March 17, 2011, 12:00:50 PM »
I would calculate in this way.

K = c(Ra2+) * c(SO42-) = 4,2 *10-11 mol2/l2

c(Ra2+) = c(SO42-)

c(Ra2+) = SQR(4,2 *10-11 mol2/l2) = 6,48 *10-6 mol/l

In 100 ml we have then 6,48 *10-7 mol

Calculated with the molecular weight of Radium sulfate 322,06 g/mol we get 2,09 *10-4 g = 0,21 mg

25 mg is used what means 24,79 mg left.

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