What is the [H1+] in the Mixed HCl Solution?

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The discussion focuses on calculating the concentration of hydrogen ions, [H+], in a mixed hydrochloric acid (HCl) solution. Participants emphasize the importance of correctly determining the final volume of the solution after mixing, which should account for all components without assuming volume changes. They suggest calculating the total moles of HCl contributed by each solution and then dividing by the total final volume to find the concentration. There is clarification that the final concentration cannot simply be the sum of individual concentrations due to dilution effects. The conversation highlights the need for accurate calculations to arrive at the correct [H+].
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Homework Statement



What is [H1+] in a solution prepared by mixing the following solutions

* 21.3 mL of 6.40 M HCl
* 30.8 mL of 5.20 M HCl
* 15.8 mL of 7.50 M HCl
* 34.6 mL of water


Homework Equations




C(final)= C(initial) * V(initial)/V(final). I think V(final) will be the volume of H2O for all 3 concentrations

The Attempt at a Solution


C(final,1)= 7.50 M*(15.8 mL/34.6mL) = 3.42 M
C(final,2) = (5.20 M) * (21.3 mL/34.6mL) = 3.20 M
C(final,3)= 6.40 M * (30.8 mL/34.6mL)= 5.70 M

C(final,total)= 5.70 M + 3.20 M + 3.42 M = 12.32

I don't think I calculated the concentration of [H+] correctly.
 
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Benzoate said:
...I think V(final) will be the volume of H2O for all 3 concentrations.


You need to correct this before you go any further. There are four liquids given in your problem. Assume no change of volume due to mixing. For example, 54 mL and 65 mL of two solutions combined will produce 119 mL of solution.

Next you need to find the number of moles of acid added from each different solution.

Express the concentration in terms of M (moles/liter).
 
chemisttree said:
You need to correct this before you go any further. There are four liquids given in your problem. Assume no change of volume due to mixing. For example, 54 mL and 65 mL of two solutions combined will produce 119 mL of solution.

Next you need to find the number of moles of acid added from each different solution.

Express the concentration in terms of M (moles/liter).

so the final volume is going to be the same for all 3 concentrations?

here is my attempted solution:

C(final ,1) =C(initial, 1) * (V(initial, 1)/V(final)

C(final ,2) =C(initial, 2) * (V(initial, 2)/V(final)

C(final ,3) =C(initial, 3) * (V(initial, 1)/V(final)

C(final , total) =C(final ,1) + C(final ,2) + C(final ,3)
 
chemisttree said:
You need to correct this before you go any further. There are four liquids given in your problem. Assume no change of volume due to mixing. For example, 54 mL and 65 mL of two solutions combined will produce 119 mL of solution.

Next you need to find the number of moles of acid added from each different solution.

Express the concentration in terms of M (moles/liter).

Benzoate said:
so the final volume is going to be the same for all 3 concentrations?

here is my attempted solution:

C(final ,1) =C(initial, 1) * (V(initial, 1)/V(final)

C(final ,2) =C(initial, 2) * (V(initial, 2)/V(final)

C(final ,3) =C(initial, 3) * (V(initial, 1)/V(final)

C(final , total) =C(final ,1) + C(final ,2) + C(final ,3)

for the concentration of H2O , what do you assumed about the initial concentration of H2O ?
 
Another way to think of it would be to find the number of moles of HCl contributed by each of the four solutions.

#moles = concentration(moles/liter) X Volume (liters)

Simply do this math for each of the solutions and sum the moles of HCl. Add the volume for each of the solutions to determine Vfinal.

Remember, you are combining all of these solutions into one final solution. With that in mind, what significance does "C(final ,3)" or "C(final ,2)" or "C(final ,1)" have? Why are you performing this calculation? It doesn't make sense.

and this,
C(final , total) =C(final ,1) + C(final ,2) + C(final ,3)
is not correct. I have never seen any expression like this... anywhere. Think about it. If I were to take a 100 mL solution of 3.5M HCl and split it into 20, 5 mL solutions of 3.5M HCl, would recombining them give me 100 mL of (20 X 3.5M HCl)? Or would it only give me back the original 100 mL of 3.5M HCl?
 
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