how many minutes would it take to deposit 1.36g of copper from an aqaueos solution of copper(ii) sulfate by passing a current of 2.00 amperes through the solution

Respuesta :

The time that is required to deposit the certain grams of copper is 34 min.

The charge that is carried by 2 moles of electrons is 96500 C. The amount of copper deposited is 1.36 g.

Thus, the charge required to deposit 1.36 g copper is calculated as follows:

=1.36 g*63.55 g/mol*96500 C

=4130 C

The current passing in an aqueous solution is 2.00 A.

Thus, the time required to deposit the amount of copper is calculated as follows:

t=q/C

t=4130 C/2.00 A

t=34 min

Thus, the time needed is 34 min.

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