Solving Molarity Problem: Ba(ClO4)2 from 0.800M HClO & 0.200M Ba(OH)2

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To solve the molarity problem for Ba(ClO4)2, start by calculating the initial moles of HClO4 and Ba(OH)2 based on their concentrations and volumes. The balanced equation shows that 2 moles of HClO4 react with 1 mole of Ba(OH)2. After determining the moles, find the limiting reactant to establish how much Ba(ClO4)2 is produced. The final volume of the solution after mixing is 600 mL, leading to a calculated molarity of 0.133M for Ba(ClO4)2. Understanding these steps is crucial for accurately solving similar molarity problems.
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Here is a question that i have on a test review and neither the book or the teachers examples are any help.

If 200mL of 0.800 molar HClO is added to 400mL of 0.200 molar Ba(OH)2 solution, the resulting solution will be ________M in Ba(ClO4)2.

I know that the answer is 0.133M

i know that the balanced equation is:
2HClO4 + Ba(OH)2 ----> Ba(ClO4)2 + 2H2O

The steps that she has given us to do are:
1. balance equation
2. reaction ration
3. Start
4. Change
5. After reaction
6. Final Volume of Solution
7. Molarity

If anyone could explain how this problem is worked i would be greatly appreciative.
 
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Start by working out the new concentrations of HClO_{4} and Ba(OH)_{2} in the mixed solution.
 
you mean like this:

200mL HClO4 x (1L/1000mL) x (0.800/1L) = 0.16M HClO4
&
400mL Ba(OH)2 x (1L/1000mL) x (0.200/1L) = 0.08M Ba(OH)2

then what?
 
No. What is the final volume of the solution?Borek
 
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final volume of the solution is 600mL
 
How many moles of HClO_{4} and Ba(OH)_{2} did you start with? HINT: This will be the same after the solutions are mixed.

-Hoot
 
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