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Question: $\left[ \begin{array}{c} \text{NC} \hspace{10mm} \text{OH}_2 \\ \text{NC} - \text{Co} - \text{NH}_3...

[NCOH2NCCoNH3NH3]+\left[ \begin{array}{c} \text{NC} \hspace{10mm} \text{OH}_2 \\ \text{NC} - \text{Co} - \text{NH}_3 \\ \hspace{10mm} \text{NH}_3 \end{array} \right]^+

[NH3OH2NCCoNH3NCNH3]+\left[ \begin{array}{c} \text{NH}_3 \hspace{10mm} \text{OH}_2 \\ \text{NC} - \text{Co} - \text{NH}_3 \\ \text{NC} \hspace{10mm} \text{NH}_3 \end{array} \right]^+

[H3NCNH3NCoOH2H3NCN]+\left[ \begin{array}{c} \text{H}_3\text{N} \hspace{10mm} \text{CN} \\ \text{H}_3\text{N} - \text{Co} - \text{OH}_2 \\ \text{H}_3\text{N} \hspace{10mm} \text{CN} \end{array} \right]^+

Answer

Geometric isomers

Explanation

Solution

The three given complexes have the same chemical formula, [Co(CN)2(NH3)3(H2O)]+[\text{Co(CN)}_2\text{(NH}_3)_3\text{(H}_2\text{O)}]^+ but different spatial arrangements of ligands around the central cobalt ion. This difference in arrangement, while maintaining the same connectivity, defines them as geometric isomers.