Answer:
Given,
\[[NaI{{O}_{3}}]=0.002M\]
\[[Cu{{(Cl{{O}_{3}})}_{2}}]=0.002M\]
\[\therefore
\] \[[IO_{3}^{-}]=0.002M\,\,\,\,\,;[Cu_{2}^{+}]=0.002M\]
when equal volumes of these solutions are mixed then new
concentrations of \[IO_{3}^{-}\] ion \[C{{u}^{2+}}\] ions will be:
\[[IO_{3}^{-}]=0.001M\,\,\,;\,\,[C{{u}^{2+}}]=0.001M\]
\[{{K}_{ip}}=[C{{u}^{2+}}][IO_{3}^{-}]=0.001\times
{{(0.001)}^{2}}={{10}^{-9}}\]
Since, \[{{K}_{ip}}
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