Answer:
[tex]0.0151~M[/tex]
Explanation:
The reaction between [tex]V^+^3[/tex] and EDTA would be:
[tex]V^+^3~+~HY^-^3~=~VY^-~+~HY^-^3[/tex]
The EDTA in excess ([tex]HY^-^3[/tex]) would react with the [tex]Ga^+^3[/tex]:
[tex]Ga^+^3~+~HY^-^3~=~GaY^-~+~H^+[/tex]
All the reactions have a 1:1 ratio. So:
Total moles of EDTA:
[tex]mol~EDTA=~0.025L*0.043M=~0.00107~mol~EDTA[/tex]
Moles that react with [tex]Ga^+^3[/tex]:
[tex]mol~EDTA=~0.011L*0.04M=~0.00044~mol~EDTA[/tex]
Moles that react with [tex]V^+^3[/tex]:
[tex]mol~EDTA=~0.00107~mol~-0.00044~mol=0.000635[/tex]
If we have a 1:1 ratio:
[tex]0.000635~mol~EDTA=0.000635~mol~V^+^3[/tex]
Now we can calculate the concentration:
[tex]M~=~\frac{0.000635~mol}{0.042~L}=~0.0151~M[/tex].