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If decomposition of Al(2)O(3) at 500 ""^...

If decomposition of `Al_(2)O_(3)` at 500 `""^(@)C` temperature gives following reaction and gives Gibb's free energy :
`(2)/(3)Al_(2)O_(3) to (4)/(3) Al+O_(2) . . . DeltaG=966kJ" "mol^(-1)`
then what is the difference of minimum required electrical energy for the reduction of `Al_(2)O_(3)` by electrolysis ?

A

5.0V

B

4.5V

C

2.5V

D

3.0V

Text Solution

Verified by Experts

The correct Answer is:
C

`(2)/(3)Al_(2)O_(3)" "therefore DeltaG=966kJ`
`therefore Al_(2)O_(3)" "DeltaG=(966xx3)/(2)=1449kJ`
`2Al^(3+)+6e^(-) to 2Al`
`DeltaG=nFE_(cell)`, `therefore E_(cell)=(DeltaG)/(nF)|"Where, "n=6," "DeltaG=1449xx10^(3)J," "E=96500`
`=(1449xx1000)/(6xx96500)`
`=2.5V`
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The Gibbs energy for the decomposition of Al_(2)O_(3) at 500^(@)C is as follows: (2)/(3)Al_(2)O_(3) rarr (4)/(3)Al + O_(2), Delta_(r)G = +966kJ mol^(-1) The potential difference needed for electrolytic reeduction of Al_(2)O_(3) at 500^(@)C is at least:

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