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The IUPAC name of [Ni(CO)4] is...

The IUPAC name of `[Ni(CO)_4]` is

A

Tetra carbonyl nickel (II)

B

Tetra carbonyl nickel (0)

C

Tetra carbonyl nickelate (II)

D

Tetra carbonyl nickelate (0)

Text Solution

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The correct Answer is:
To determine the IUPAC name of the coordination compound \([Ni(CO)_4]\), we can follow these steps: ### Step 1: Identify the central metal atom and its oxidation state. - The central metal atom in this complex is Nickel (Ni). - The ligand present is Carbon monoxide (CO), which is a neutral ligand (it has no charge). - Since the overall charge of the complex is neutral (0), the oxidation state of Nickel can be calculated as follows: \[ \text{Oxidation state of Ni} + \text{(number of CO ligands)} \times \text{(charge of CO)} = 0 \] \[ X + 4 \times 0 = 0 \implies X = 0 \] - Therefore, the oxidation state of Nickel in this complex is 0. ### Step 2: Identify the ligands and their prefixes. - The ligand in this complex is Carbon monoxide (CO). - Since there are four CO ligands, we use the prefix "tetra-" to indicate the number of ligands. ### Step 3: Combine the ligand name with the metal name and oxidation state. - The name of the ligand (CO) is "carbonyl." - The name of the metal (Nickel) remains the same. - Since the oxidation state of Nickel is 0, we denote this as "nickel(0)." ### Step 4: Write the complete IUPAC name. - Combining all the information, the IUPAC name of the compound \([Ni(CO)_4]\) is: \[ \text{Tetra carbonyl nickel(0)} \] ### Final Answer: The IUPAC name of \([Ni(CO)_4]\) is **Tetra carbonyl nickel(0)**. ---

To determine the IUPAC name of the coordination compound \([Ni(CO)_4]\), we can follow these steps: ### Step 1: Identify the central metal atom and its oxidation state. - The central metal atom in this complex is Nickel (Ni). - The ligand present is Carbon monoxide (CO), which is a neutral ligand (it has no charge). - Since the overall charge of the complex is neutral (0), the oxidation state of Nickel can be calculated as follows: \[ \text{Oxidation state of Ni} + \text{(number of CO ligands)} \times \text{(charge of CO)} = 0 ...
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