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Please explain the answers thoroughly as well as allthe necessary steps arriving

ID: 687999 • Letter: P

Question

Please explain the answers thoroughly as well as allthe necessary steps arriving at the answers. Thanks!
Given the voltaic cell notation, Cu(s) lCu+2 ll Fe+3 l Fe+2,calculate: (a)   the equilibrium constant for the cell netreaction. (b)   the actual work obtained when from 0.112 kg ofiron that reactions.
Given the voltaic cell notation, Cu(s) lCu+2 ll Fe+3 l Fe+2,calculate: (a)   the equilibrium constant for the cell netreaction. (b)   the actual work obtained when from 0.112 kg ofiron that reactions. (b)   the actual work obtained when from 0.112 kg ofiron that reactions.

Explanation / Answer

    The given voltaic cell notation is       Cu(s) lCu+2 ll Fe+3 l Fe+2       First we Write the equationsfor the cell half-reactions, calculate the standard cellpotentialand determine the number of electrons transferred.                Cu (s)-------> Cu2+   +2e-                                  E0Oxidation = -0.337 V               2Fe+3 +2e- -------- >2Fe+2                                  E0reduction   =   0.700 V   ----------------------------------------------------------------------------------------- Cu(s)+2Fe3+(aq)------> Cu2+(aq)+2   Fe2+                             E0cell =   +0.363V                                                      n = 2 moles       From the ractionE0cell = (0.0592/n) log K                                  +0.363V=( 0.0592 / 2 )logK                                                = 0.0296 logK                                    log K= 0.363 / 0.0296                                              =12.26                                       K = 1012.26                                         K= 1.8*1012     The total work obtained from the cell isG =- nFE0                                              =-2 * 96,500 J/V* 0.363 V                                               =-70059 J                                         K= 1.8*1012     The total work obtained from the cell isG =- nFE0                                              =-2 * 96,500 J/V* 0.363 V                                               =-70059 J