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The coordination numbers of Co and Al in...

The coordination numbers of `Co` and `Al` in `[Co(Cl(en)_(2)]Cl` and `K_(3)[Al(C_(2)O_(4))_(3)]`, respectively are :
(en= ethane-1,-1-diamine).

A

5 and 3

B

3 and 3

C

6 and 6

D

5 and 6

Text Solution

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The correct Answer is:
To find the coordination numbers of cobalt (Co) and aluminum (Al) in the complexes \([Co(Cl)(en)_2]Cl\) and \(K_3[Al(C_2O_4)_3]\), we will analyze each complex step by step. ### Step 1: Analyze the first complex \([Co(Cl)(en)_2]Cl\) 1. **Identify the ligands**: The ligands in this complex are: - Chloride ion (Cl) - Ethylene diamine (en), which is a bidentate ligand. 2. **Determine the contribution of each ligand to the coordination number**: - The chloride ion (Cl) can donate one pair of electrons, contributing **1** to the coordination number. - Ethylene diamine (en) is a bidentate ligand, meaning it can attach through two donor atoms (the nitrogen atoms). Since there are two ethylene diamine ligands, they contribute **2 × 2 = 4** to the coordination number. 3. **Calculate the total coordination number**: - Total coordination number = Contribution from Cl + Contribution from en - Total coordination number = \(1 + 4 = 5\) ### Step 2: Analyze the second complex \(K_3[Al(C_2O_4)_3]\) 1. **Identify the ligands**: The ligand in this complex is: - Oxalate ion (\(C_2O_4^{2-}\)), which is also a bidentate ligand. 2. **Determine the contribution of the oxalate ligands**: - Each oxalate ion can donate two pairs of electrons, contributing **2** to the coordination number. - Since there are three oxalate ligands, they contribute **3 × 2 = 6** to the coordination number. 3. **Calculate the total coordination number**: - Total coordination number = Contribution from oxalate ligands - Total coordination number = \(6\) ### Final Answer: - The coordination number of cobalt (Co) in \([Co(Cl)(en)_2]Cl\) is **5**. - The coordination number of aluminum (Al) in \(K_3[Al(C_2O_4)_3]\) is **6**. ### Summary: - Coordination number of Co: **5** - Coordination number of Al: **6**
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