(c)
${Co}^{3 +}and\ {Pt}^{4 +} = 6$ coordination number
${CoCl}_{3}\ .6{NH}_{3}\ and\ {PtCl}_{4}\ .5{NH}_{3}$
$\left\lbrack Co\left( {NH}_{3} \right)_{6} \right\rbrack{Cl}_{3}\ \overset{In\ solution}{\rightarrow}\left\lbrack Co\left( {NH}_{3} \right)_{6} \right\rbrack^{3 +} + 3{Cl}^{-}$
$\left\lbrack PtCl\left( {NH}_{3} \right)_{5}\ \right\rbrack{Cl}_{3}\overset{In\ solution}{\rightarrow}\left\lbrack PtCl\left( {NH}_{3} \right)_{5} \right\rbrack^{3 +} + 3{Cl}^{-}$
Number of ionic species are same in the solution of both complexes, therefore their equimolar solutions will show same conductance.