Question

In: Chemistry

Chloride ions, Cl- (aq) can be electrolyzed in water to Cl2 (aq). If 198.3 mA of...

Chloride ions, Cl- (aq) can be electrolyzed in water to Cl2 (aq). If 198.3 mA of current flows through a platinum electrode immersed in a 0.200 M Br solution for 4.44 hr, how many grams of cl2 will be produced? MM Cl2= 35.45 g.


I got 1.15 grams but im not sure if i am doing this right

Solutions

Expert Solution

1 - As per question certain amount of electricity is passed through a Bromide solution, hence Br would be the product of electrolysis and not Cl. However indirectly the question also refers to electrolysis of chloride ion in aqueous solution liberating Cl2 (aq ). Hence , we should consider that there is a simultaneous electrolysis of the chloride solution ,and the same amount of electricity is passed through water to yield Cl2 .  

2 - The question ,therefore,calls for the application of Faraday's Second law of electrolysis which is stated as-

' If the same quantity of electricity is passed through different electrolytes the weights of different substances deposited is proportional to their chemical equivalent weights respectively'.

3 - Let us calculate the gram equivalent of Bromide liberated by passing 198.3 mA current for 4.44 hours through 0.200M Br solution;

Since 96,500 coulombs deposit one gram equivalent weight of any substance in this case Br ie. = 80.00 gms {198.3 x 4.44 x 60 x 60 ) /1000 } Coulombs would deposit = { 80.00 ( 198.3 x 4.44 x60 x 60 ) } /(1000 x 96500 )

   = 2.6276 gms.

or, = 2.6276 / 80

= 0.03284 gm. equivalent weight of Br

Hence , Cl deposited by passing the same quantity of electricity would also be = 0.03284 gm. equivalent weight

or, = 0.03284 x 35.48

= 1.16 gms.

Note - Your answer, therrefore , seems to be correct , but it should be desirable to check the steps and procedure being followed.

   ----------------------------------------------------------------------------------------

note that -

Amount of electricity = (198.3 /1000 ) ( 4.44 x 60 x60 ) Coulomb [ ie.Current in Amperes X time in seconds ]

One Faraday = 96,500 coulomb

Equivalent wt . of Br = 80.00


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