Calculate the pH of Buffer Solution with Ka=1.34x10^-5

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The discussion focuses on calculating the pH of a buffer solution created by mixing propionic acid and sodium propionate. The initial molarities of propionic acid and its conjugate base were calculated, resulting in concentrations of 0.19 M and 0.084 M, respectively. The equilibrium expression using the acid dissociation constant (Ka) was set up, leading to the determination of x, which represents the concentration of hydrogen ions. The calculated value of x is 3.029 x 10^-5, resulting in a final pH of 3.002. The calculations were confirmed to be correct by participants in the discussion.
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A buffer solution is prepared by mixing 380.0 ml of 0.250 M propionic acid, C2H5COOH, and 120.0 ml of 0.350 M sodium propionate, C2H5COONa. Calculate the pH of the prepared buffer solution. For propionic acid, Ka = 1.34 X 10^-5.

Work thus far

Code:
  We have this

  C2H5COOH <--> C2H5COO- + H+

  Since the C2H5COONa goes to completion and is left
  with C2H5COO-, we can determine the initial amount
  of C2H5COO-, and then we use the x-method to determine
  the pH.

  Initial Molarities:

                 .250 M .380 L     .250 * .380
   [C2H5COOH] = --------------- = ------------ = .19 M
                 (.380 + .120)L        .5      


                 .350 M * .12 L     .350 * .12
   [C2H5COO-] = ---------------- = ------------ = .084 M
                 (.380 + .120) L      .5

  C2H5COOH   <-->     C2H5COO-    +        H+

    .19                 .084               0       initial
     -x                  x                 x       change
   .19-x               .084+x              x       equilibrium

  so,

                         (.084 + x) x
     Ka = 1.34 X 10^-5 = --------------
                          (.19-x)

     ==> x = 3.029 X 10^-5, pH = -log(x) = 3.002

does this look okay to you?
 
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