Cu2++2e−→Cu(s)\mathrm{Cu}^{2+} + 2\mathrm{e}^{-} \to \mathrm{Cu}_{(s)}Cu2++2e−→Cu(s)
2×96500 C=193000 C deposits 64 g of Cu2 \times 96500\,\text{C} = 193000\,\text{C} \text{ deposits } 64\,\text{g} \text{ of } \mathrm{Cu}2×96500C=193000C deposits 64g of Cu
M∝ItM \propto I tM∝It
Q=It=0.45 A×1 hr 15 minQ = I t = 0.45\,\text{A} \times 1\,\text{hr}\,15\,\text{min}Q=It=0.45A×1hr15min
= 0.45×75×600.45 \times 75 \times 600.45×75×60 [converting the time to seconds]
Quantity of electricity passed = 2025C
193000 C→64 g Cu193000\,\text{C} \to 64\,\text{g}\,\mathrm{Cu}193000C→64gCu
1 C→ 641930001\,\text{C} \to \;\frac{64}{193000}1C→19300064
2025 C→ 64193000×20252025\,\text{C} \to \;\frac{64}{193000} \times 20252025C→19300064×2025
=0.6715 g≈eq0.67 g= 0.6715\,\text{g} \approx\mathrm{eq} 0.67\,\text{g}=0.6715g≈eq0.67g