You set up a voltaic cell using the two half-cells below. If the [Sn2+] = 1.0 x 107 M and [A3+ = 1.0 M, calculate this non-standard state cell voltage at 298K. Al*(aq) + 3 e→ Alls) E = -1.66V Sn2 (aq) +2 eSn(s) E = -0.14 V

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You set up a voltaic cell using the two half-cells below. If the [Sn2*] - 1.0 x 10 M and [AI3+ = 1.0
M, calculate this non-standard state cell voltage at 298K.
A (aq) + 3 e Al(s) E = -1.66 V
Sn (aq) +2 e Sn(s) E = -0.14 V
Transcribed Image Text:You set up a voltaic cell using the two half-cells below. If the [Sn2*] - 1.0 x 10 M and [AI3+ = 1.0 M, calculate this non-standard state cell voltage at 298K. A (aq) + 3 e Al(s) E = -1.66 V Sn (aq) +2 e Sn(s) E = -0.14 V
Expert Solution
Given

A voltaic cell whose cell potential is to be determined.

Solution

Based on the standard electrode potential, it can be identified that Sn2+/Sn is the cathode, Al3+/Al is the anode. Hence, Al is being oxidized and Sn2+ is reduced.

                        Ecell0 = ER - EL

                                 = -0.14 V - (-1.66V)

                                 = +1.52 V

Cell potential can be determined according to Nernst equation; 

                        Ecell   = Ecell00.0591nlog[Al3+]2[Sn2+]3

                                  =+1.52 V + 0.05916log[1.0M]2[1.0*10-7M]3

                                  =  +1.52 V + (0.00985)*21

                                  = +1.52 V +  0.20685

                                  = +1.72685 V

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