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So basically, this excel sheet shows how to get the Equilibrium Constant of Fe+3 + SCN- ⇆ FeSCN+2 and I'm not sure what I need to change in to formulas to replicate this solution for Fe+3 + 2 SCN- ⇆ Fe(SCN)2+1

Thanks.

Laboratory Data 0.4084 Slope of cal curve (from your pre-lab -- the mo [Fe(NO3)3] 0.002 [KSCN] 0.002 from the bottles in theLaboratory Data 0.4084 Slope of cal curve (from your pre-lab -- the molar absorptivit [Fe(NO3)3] 0.002 from the bottles in th

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Answer #1

Following is the - complete Answer -&- Explanation: for the given Question, in.....typed format...

\RightarrowAnswer:

As described below, under section:  "Explanation" ... in detail...

\RightarrowExplanation:

Following is the complete Explanation, for the above Answer...

  • Given:​​​​​​​

Following will be the given compounds, and we will have to consider the reaction between these compounds:

  1.   Iron(III)nitrate : Fe(NO3)3 , which by ionic dissociation, in its aqueous solution will give the following ions, i.e. Fe3+ and NO3- , i.e. Fe(NO3)3 (aq) \rightleftharpoons Fe3+ (aq) + SCN - (aq)
  2. Potassium thiocyanate:   KSCN , which by ionic dissociation, in iys aqueous solution, will produce the following:   i.e.  KSCN (aq)  \rightleftharpoons K+ (aq) + SCN - (aq)   
  3. We have determined the following reaction: Fe3+ + SCN- \rightleftharpoons Fe(SCN)2+, and we have determined the value of the equilibrium constant ( Keq ), of the above reaction.
  • ​​​​​​​Step - 1:

​​​​​​​Now, if we consider the following balanced chemical equation:

\Rightarrow i.e. Fe3+ (aq) + 2 SCN - (aq)  \rightleftharpoons Fe(SCN)2+ (aq) -------------------------------- Eq. (1)

...then, we would be able to find the value of the equilibrium constant ( Keq ), of the reaction denoted by: Eq. (1)...

by following the following method...

  • Step - 2:

​​​​​​​Following will be the expression, of the equilibrium constant ( Keq ), of the above reaction ( i.e. Eq. (1) ):

\Rightarrow   Keq =   ( [Fe(SCN)2] +eq ) / [ [Fe3+]eq  x [SCN -]2eq ) ---------------------- Equation - (2)

\Rightarrow Where:

  1. [Fe(SCN)2] +eq =   Molar concentration of Fe(SCN)2+ , at Equilibrium.
  2. [Fe3+]eq = Molar concentration of Iron (III) or Fe3+ , cation, at Equilibrium.
  3. [SCN -]eq = Molar concentration of thiocyanate anion, i.e. SCN - , at Equilibrium.
  • ​​​​​​​Step - 3:

​​​​​​​Now, we can solve the rest of the problem, based on the following assumption of the initial concentrations...

Let's assume the following initial concentrations:

  1. Initial molar conc. of Fe(SCN)2+ , will be: [Fe(SCN)2+] = 0.0 M ( mol/L )
  2. Initial molar conc. of Fe3+ , will be: [Fe3+] = 1.0 M ( mol/L )
  3. Initial molar conc. of SCN - , will be:  [SCN -] = 1.0 M ( mol/L )
  • ​​​​​​​Step - 4:

​​​​​​​Therefore, we can build the following ICE Table, in order to determine the values of the Equilibrium concentrations, of the compounds, in order to determine the value of the Equilibrium constant ( Keq ), by following Equation - 2, as given above...

\Rightarrow Following is the desired ICE Table: -----

[Fe3+], M ( mol/L ) [SCN -], M ( mol/L ) [Fe(SCN)2+], M ( mol/L )
Initial ( conc. ) 1.00 1.00 0.00
change   - X   - 2 X   +X
equilibrium ( conc.) ( 1.0 - X ) ( 1.0 - 2X ) +X   
  • Step - 5:

​​​​​​​Therefore, following will be the expression, of the Equilibrium constant: ( Keq ) :

\RightarrowKeq =   ( [Fe(SCN)2] +eq ) / [ [Fe3+]eq  x [SCN -]2eq )

\RightarrowKeq =   ( +X ) / [ ( 1.0 - X )  x ( 1.0 - 2X )2 ] -------------------------- Equation - ( 3 )

Now, if we can determine the value of  'X'  , olugging in the value in the Equation - ( 3 ) , above, we will be able to determine the value of the Equilibrium constant ( Keq ), of the reaction.

\Rightarrow Therefore, the above is the process of determination, of the value of the Equilibrium constant ( Keq ), of the reaction:. Fe3+ (aq) + 2 SCN - (aq)  \rightleftharpoons Fe(SCN)2+ (aq) ------------ Thanks !!!

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