Đáp án:
Giải thích các bước giải:
$n_{Fe}=\frac{3,92}{56}=0,07(mol)$
$m_{dd\ CuSO_4}=200.1,12=224(g)$
$m_{CuSO_4}=224.10$%$=22,4(g)$
$n_{CuSO_4}=\frac{22,4}{160}=0,14(g)$
$Fe+CuSO_4→FeSO_4+Cu$
$\frac{0,07}1<\frac{0,14}2⇒\left \{ {{Fe\ hết} \atop {CuSO_4\ dư}} \right.$
$0,07:0,07:0,07:0,07$
a)$m_{Cu}=0,07.64=4,48(g)$
b)$ddspứ:\left \{ {{FeSO_4:0,07(mol)} \atop {CuSO_4\ dư:0,14-0,07=0,07(mol)}} \right.$
$C_{M_{FeSO_4}}=\frac{0,07}{0,2}=0,35(M)$
$C_{M_{CuSO_4}}=\frac{0,07}{0,2}=0,35(M)$
c)$m_{ddspứ}=3,92+224-4,48=223,44(g)$
$C_{FeSO_4}=\frac{0,07.152}{223,44}.100=4,762$%
$C_{CuSO_4}=\frac{0,07.160}{223,44}.100=5,013$%
Xin hay nhất!!!