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Aluminium oxide may be electorlysed at 1...

Aluminium oxide may be electorlysed at `1000^@C` to furnish aluminim metal (Atomic Mass `= 27 ` amu, `1 F = 96, 500 C)`. The cathode reaction is
`Al^3 + 3d^(-) rarr Al^@`
To prepare ` 5.12 kg` of aluminimu metal by this method woold require .

A

`5.49xx10^(10)C`

B

`1.83xx10^(7)C`

C

`5.49xx10^(4)C`

D

`5.49xx10^(7)C`

Text Solution

Verified by Experts

The correct Answer is:
d

`Al_(2)O_(3)(` Molten`) overset(El ectrolysis)rarr 2Al^(3+)+3O^(2-)`
First method
`Al^(3+)+3e^(-) rarr Al`
`3F=3xx96500C=1mol `of `Al=27g `of `Al`
or
`27 g `of `Al =3xx96500C`
`5.12xx10^(3)g` of `Al=(3xx96500xx5.12xx10^(3))/(27)`
`=5.49xx10^(7)C`
Second methode
`1F=96500C`
`=1Eq` of `Al`
`=(27)/(3)g `of `Al=9g` `(n` factor for `All^(3+)=3)`
`:. 9g ` of `Al=96500C`
`5.12xx10^(3)g` of `Al=(96500xx5.12xx10^(3))/(9)`
`=5.49xx10^(7)C`
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Aluminium oxide may be electrolysed at 1000^(@) C to furnish aluminium metal (Atomic mass = 27 amu, 1 Faraday = 96500 Coulomb). The cathode reaction is Al^(3+) + 3e^(-) rightarrow Al . To prepare 5.12 kg of aluminium metal by this method would require:

Calculate the amount of electricity required to deposite 0.9 g of aluminium by electrolysis of a salt containing its ion, if the electrode reaction is Al^(3+)+3e^(-)rarrAl , (atomic mass of Al =27, 1F=96500C )

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