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A 1.44 L buffer solution consists of 0.137 M butanoic acid and 0.275 M sodium butanoate. Calculate the pH of the solution following the addition of 0.069 moles of NaOH . Assume that any contribution of the NaOH to the volume of the solution is negligible. The Ka of butanoic acid is 1.52×10−5 .

User Chris Nava
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1 Answer

4 votes

Answer:

The answer is "
P^(H)=5.379".

Step-by-step explanation:


\ NaOH \ value = (n)/(v)\\\\


=(0.069\ moles)/(0.144L)\\\\=0.04791\ M


\ Ka=1.52 * 10^(-5)\\\\P^(ka) = -10g \ ka \\\\


= -10 * 1.52 * 10^(-5)\\\\= 4.82\\

Equation:


CH_3CH_2CH2COOH+NaOH\rightarrow CH_3CH_2CH_2COONa +H_2O\\\\


\boxed{\left\begin{array}{ccccc}I &0.137 &0.04791 &0.275 & -- \\ C &-0.04791 &-0.04791 &+0.04791 & -- \\E &0.08909 &0&0.32291 & -- \end{array}\right}


P^(H)= P^(ka)+\log(CH_3CH_2CH_2COONa)/(CH_3CH_2CH_2COOH)\\\\


= 4.82+\log(0.32291)/(0.08909)\\\\=5.379

User Wroniasty
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