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An analysis of a commercial bleach sample provided
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Answer #1

1. Moles of Na2S2O3---->0.135mol/Lx0.03375L=0.0046mol (notice your calculation is wrong)

2.the reaction should be:

2H^++OCl^-+2S_2O_3^{2-}\rightarrow Cl^-+S_4O_6^{2-}+H_2O

So the moles of OCl-:

molOCl^-=molS_2O_3^{2-}\times\frac{1molOCl^{-}}{2molS_2O_3^{2-}}

molOCl^-=0.0046\times\frac{1molOCl^{-}}{2molS_2O_3^{2-}}=0.0023molOCl^-<------number 2

3)

According to the definitions of available chlorine the moles should be the same as above 0.0023mol

4)

The mass is converting the moles into grams of NaOCl:

0.0023molNaOCl*\frac{74.45g}{1mol}=0.1712gNaOCl

5)

the percent available is in the total sample (weight=2.71g):

\frac{0.1712gNaOCl}{2.71g}*100=6.319\%

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