解:設(shè)取用試劑的質(zhì)量最多為?$x。$?
先求?$Cu_{2}(\mathrm {OH})_{2}CO_{3}$?中?$Cu$?元素的質(zhì)量分?jǐn)?shù)?$W_{1}(\mathrm {Cu})$?:
?$W_{1}(\mathrm {Cu})=\frac {2×64}{222}×100\%=\frac {128}{222}×100\%。$?
已知試劑中?$Cu$?元素質(zhì)量分?jǐn)?shù)?$W_{2}(\mathrm {Cu})=50.0\%$?
?$11.1\ \mathrm {g}_{純凈}Cu_{2}(\mathrm {OH})_{2}CO_{3}$?中?$m_{1}(\mathrm {Cu})=11.1\ \mathrm {g}×\frac {128}{222}。$?
試劑中?$m_{2}(\mathrm {Cu})=x×50.0\%。$?
由于?$m_{1}(\mathrm {Cu})=m_{2}(\mathrm {Cu}),$?即?$11.1\ \mathrm {g}×\frac {128}{222}=x×50.0\%。$?
先計算?$11.1\ \mathrm {g}×\frac {128}{222}∶11.1\ \mathrm {g}×\frac {128}{222}=\frac {11.1×128}{222}\ \mathrm {g}=6.4\ \mathrm {g}。$?
則?$x=\frac {6.4\ \mathrm {g}}{50.0\%}=12.8\ \mathrm {g}。$?
答:?需取用該試劑的質(zhì)量最多為?$12.8\ \mathrm {g}。$?