Asked by Tat
A 0.8612g sample of a mixture consisting of NaBr,NaI and NaNO3 was analysed by adding AgNO3 to precipitate the Br^- and I^-,yielding 1.0186g mixture of AgBr and AgI.The precipitate was then heated in a stream of Cl2, converting it to 0.7125g of AgCl. Calculate the %w/w NaNO3 in the sample
Answers
Answered by
DrBob222
Three equations and three unknowns but the way they are set up makes it as if it were two equations and two unknowns.
Let X = mass NaX
and Y = mass NaI
and Z = mass NaNO3
(mm stands for molar mass)
---------------------------
eqn 1 is Z + Y + Z = 0.8612g
eqn 2 is mass AgBr from NaBr + mass AgI from NaI = mass AgBr + mass AgCl. This must be set up in terms of X and Y which is
eqn 2
X(mmAgBr/mmNaBr) + Y(mmAgI/mmNaI) = 1.0186g
eqn 3 is mass AgBr converted to AgCl + mass AgI converted to AgCl = mass AgCl and that set up in terms of X and Y is
eqn 3
X(mmAgCl/mmNaBr) | Y(mmAgCl/mmNaI) = 0.7125g
Solve 2 and 3 simultaneously to obtain X and Y, then plug X and Y into equation 1 to obtain Z (in grams).
Then %Z = (mass Z/mass sample)*100 = ?
Post your work if you have trouble.
Let X = mass NaX
and Y = mass NaI
and Z = mass NaNO3
(mm stands for molar mass)
---------------------------
eqn 1 is Z + Y + Z = 0.8612g
eqn 2 is mass AgBr from NaBr + mass AgI from NaI = mass AgBr + mass AgCl. This must be set up in terms of X and Y which is
eqn 2
X(mmAgBr/mmNaBr) + Y(mmAgI/mmNaI) = 1.0186g
eqn 3 is mass AgBr converted to AgCl + mass AgI converted to AgCl = mass AgCl and that set up in terms of X and Y is
eqn 3
X(mmAgCl/mmNaBr) | Y(mmAgCl/mmNaI) = 0.7125g
Solve 2 and 3 simultaneously to obtain X and Y, then plug X and Y into equation 1 to obtain Z (in grams).
Then %Z = (mass Z/mass sample)*100 = ?
Post your work if you have trouble.
Answered by
Jumeira
29.42%
Answered by
xuan
30.72%
Answered by
TBWL
30.72%
Answered by
Nestory
Eq2 and 3 can not be solved by simultaneously eq
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