(d)
$\frac{Wt.of\ Cu\ deposited}{Wt.of\ H_{2}\ produced} = \ \frac{eq.wt.of\ Cu}{eq.wt.of\ H}$
$\frac{0.16}{wt.of\ H_{2}\ } = \ \frac{64/2}{1} = \ \frac{32}{1}$
Wt. of $H_{2}\ \ = \frac{0.16}{32} = 5\ \times \ 10^{- 3}\ g\$
Volume of $H_{2}$ liberated at STP
$= \ \frac{22400}{2}\ \times 5\ \ \times \ 10^{- 3}cc$
= 56 cc