(c)
Number of equivalents of silver formed
= number of equivalents of copper formed
In ${AgNO}_{3},\$Ag is in$\ + 1$ oxidation state
In ${CuSO}_{4},\$Cu is in$\ + 2$ oxidation state
Equivalent weight of $Ag = \frac{108}{1} = 108$
Equivalent weight of $Cu = \frac{63.6}{2} = 31.8$
$\frac{w_{1}}{w_{2}} = \frac{E_{1}}{E_{2}}$
$\therefore\frac{10.79}{w_{Cu}} = \frac{108}{31.8}$
Or$\ \ w_{Cu} = \frac{10.79 \times 31.8}{108} = 3.2\ g$