What is the mass of NaBr in the mixture?

In summary, you have a mixture of NaCl and NaBr. The mixture has a mass of 2.08 g and contains 0.76 g of Na.
  • #1
Tricause
8
0

Homework Statement


A mixture of NaCl and NaBr has a mass of 2.08 g and is found to contain 0.76 g of Na. What is the mass of NaBr in the mixture?

Homework Equations


Molar mass equations (possibly), formula mass

The Attempt at a Solution


I've calculated the percent composition of Na in both NaCl and NaBr to be 36.22 and 63.78% respectively. With the given information I have found that sodium makes up 36.54% of the the total 2.08 g.

I am currently stuck on where to go from here since the mass of sodium in the mixture is a different percentage from an ideal mixture where it would be 28.50% of the mixture. Any help in the right direction would surely be appreciated.
 
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  • #2
I'm not sure how you can do it using percent compositions, at least I can't see it.

How many moles of Na do you have? Since the elements in each compound are 1 to 1, the moles of Na and Br added together equal the total number of moles of Na in the mixture.
What's the mass of the Br and Cl together? The moles of each times their atomic weight, added together will equal that mass.

I would try solving this as a system of two equations with the two variables being the moles of Cl and Br in the mixture.
 
  • #3
Bohrok said:
I'm not sure how you can do it using percent compositions, at least I can't see it.

How many moles of Na do you have? Since the elements in each compound are 1 to 1, the moles of Na and Br added together equal the total number of moles of Na in the mixture.
What's the mass of the Br and Cl together? The moles of each times their atomic weight, added together will equal that mass.

I would try solving this as a system of two equations with the two variables being the moles of Cl and Br in the mixture.

I did: [tex]\frac{.76 g Na}{1}[/tex] x [tex]\frac{mol Na}{22.99 g}[/tex] = .033 mol Na

2.08 gmixture - .76 gNa = 1.32 gCl + Br

I then tried: [tex]\frac{.033 mol Na}{1}[/tex] x [tex]\frac{mol Br}{2 mol Na}[/tex] x [tex]\frac{79.909 g}{mol Br}[/tex] = 1.32 g Br

That mass of Br cannot be true, so apparently I am doing something wrong.
 
  • #4
The last equation is wrong. You won't be using moles of Na, and you need to be adding the masses of Cl and Br.

After you let two variables represent mol of Cl and mol of Br, convert each one to mass with their atomic weights. They need to be added and set equal to the mass of 1.32 g; this mass is the mass of Cl and Br together, not just Br.
 
  • #5
Sorry, I was slightly confused. Now I have found there to be .266 g of Br and 1.05 g of Cl, matching the total mass. Thank you for the help so far, but I have one final question. How do I determine the mass of NaBr from the mass of Na and Br when Na is split into two different molecules?
 
  • #6
From what you have, find the number of moles of Br. That number will be the same number of moles of Na in NaBr since Na and Br are 1 to 1. Use that number with the atomic mass of Na and add the masses of the two to get the mass of NaBr.
 
Last edited:
  • #7
I've calculated the proper mass; thank you very much for your help.
 

1. What is a mixture in chemistry?

A mixture in chemistry refers to a combination of two or more substances that are not chemically bonded together. The substances in a mixture can be separated physically, and each component retains its individual properties.

2. How can the mass of a mixture be determined?

The mass of a mixture can be determined by adding the individual masses of each component in the mixture. This can be done by using a balance or scale to measure the mass of each substance and then adding them together.

3. What is the difference between a homogeneous and heterogeneous mixture?

A homogeneous mixture is one in which the components are evenly distributed throughout and cannot be visibly distinguished, while a heterogeneous mixture has visibly different components that are not evenly distributed.

4. How does the composition of a mixture affect its properties?

The composition of a mixture can greatly affect its properties. For example, changing the ratio of components in a mixture can alter its physical properties such as color, density, and boiling point.

5. What methods can be used to separate a mixture?

There are several methods that can be used to separate a mixture, including filtration, distillation, chromatography, and evaporation. These methods rely on the physical properties of the components in the mixture, such as size, boiling point, and solubility, to separate them.

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