Asked by Chuck
what is the PH of a solution prepared by adding enough water to 15.00g of NaNO2 to make 275ml of solution
Answers
Answered by
DrBob222
Calculate the molarity.
M = mols/L and mols = grams/molar mass
I get 15.00/69 = 0.217 mols
and M = 0.217/0.275 L = 0.790 M. You need to confirm this. I just estimated the molar mass.
The pH is determined by the hydrolysis (reaction with water) of the nitrite ion.
NO2^- + HOH ==> HNO2 + OH^-
Kb = Kw/Ka = (HNO2)(OH^-)/(NO2^-) = ??
You know Kw and ka for HNO2 so you can calculate Kb.
Now wet up an ICE table.
I = Initial concentration:
C = change in concentration:
E = equilibrium concentration.
Initial:
(NO2^-) = 0.790 M
(HNO2) = 0
(OH^-) = 0
change:
(OH^-) = +y
(HNO2) = +y
(NO2^-) = -y
Equilibrium:
(NO2^-) = 0.790 - y
(HNO2) = 0 + y = y
(OH^-) = 0 + y = y
Now substitute the equilibrium values above into the Kb expression above, and solve for y. That will be equal to the (OH^-), change that to pOH, then subtract from 14 to obtain pH.
Post your work if you get stuck.
M = mols/L and mols = grams/molar mass
I get 15.00/69 = 0.217 mols
and M = 0.217/0.275 L = 0.790 M. You need to confirm this. I just estimated the molar mass.
The pH is determined by the hydrolysis (reaction with water) of the nitrite ion.
NO2^- + HOH ==> HNO2 + OH^-
Kb = Kw/Ka = (HNO2)(OH^-)/(NO2^-) = ??
You know Kw and ka for HNO2 so you can calculate Kb.
Now wet up an ICE table.
I = Initial concentration:
C = change in concentration:
E = equilibrium concentration.
Initial:
(NO2^-) = 0.790 M
(HNO2) = 0
(OH^-) = 0
change:
(OH^-) = +y
(HNO2) = +y
(NO2^-) = -y
Equilibrium:
(NO2^-) = 0.790 - y
(HNO2) = 0 + y = y
(OH^-) = 0 + y = y
Now substitute the equilibrium values above into the Kb expression above, and solve for y. That will be equal to the (OH^-), change that to pOH, then subtract from 14 to obtain pH.
Post your work if you get stuck.
Answered by
Chuck
thank you so much!
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