Answer :
The required buffer-component concentration ratio is [tex]\frac{A}{HA} =0.989[/tex]
Steps
To determine the acid base ratio, we can use the Henderson-Hasselbatch equation: Ka(HCOOH) = [tex]1.8$\times10{^{-4}}$[/tex]
[tex]PH= PKa+log \frac{A}{HA}[/tex]
3.74=[tex]1.8$\times10{^{-4}}$+logA/HA[/tex]
[tex]\frac{A}{HA} =0.989[/tex]
The required buffer-component concentration ratio is [tex]\frac{A}{HA} =0.989[/tex]
Describe pH buffer.
The equilibrium constant Ka of the weak acid and the ratio of weak base (A-) to weak acid (HA) in solution are the two variables that determine the pH of a buffer. 1) The equilibrium constants of different weak acids vary (Ka). Ka tells us how much of the HA in the solution will be dissolved into H+ and A-.
What makes pH buffering crucial?
Small additions of acid or base can be neutralized by it, keeping the pH of the solution largely constant. For procedures and/or reactions that call for particular and stable pH ranges, this is significant.
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