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In the complex ion [Cu(CN(4))]^(3-) the ...

In the complex ion `[Cu(CN_(4))]^(3-)` the hybridization state, oxidation state and number of unpaired electrons of copper are respectively

A

`dsp^(2)`, +1,1

B

`sp^(3), +1`, zero

C

`sp^(3), +2,1`

D

`dsp^(3),+2,` zero

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To solve the problem regarding the complex ion \([Cu(CN_4)]^{3-}\), we need to determine the oxidation state of copper, its hybridization state, and the number of unpaired electrons. Here’s a step-by-step breakdown: ### Step 1: Determine the Oxidation State of Copper 1. Let the oxidation state of copper be \(x\). 2. The cyanide ion \((CN^−)\) has a charge of \(-1\) and there are 4 cyanide ions in the complex. 3. The overall charge of the complex ion is \(-3\). 4. The equation can be set up as follows: \[ x + 4(-1) = -3 \] Simplifying this gives: \[ x - 4 = -3 \implies x = +1 \] 5. Therefore, the oxidation state of copper in this complex is \(+1\). ### Step 2: Determine the Electron Configuration of Copper 1. The electron configuration of neutral copper (Cu) is: \[ [Ar] 3d^{10} 4s^1 \] 2. When copper is in the \(+1\) oxidation state, it loses one electron from the \(4s\) orbital: \[ [Ar] 3d^{10} \] 3. Thus, in the \(+1\) oxidation state, copper has a filled \(3d\) subshell with 10 electrons. ### Step 3: Determine the Hybridization State 1. The cyanide ion \((CN^−)\) is a strong field ligand and is a monodentate ligand, meaning it can donate one pair of electrons. 2. In this complex, there are 4 cyanide ligands, which means copper will use 4 orbitals to bond with these ligands. 3. The hybridization can be determined by the number of ligands: - With 4 ligands, the hybridization is \(sp^3\). 4. Therefore, the hybridization state of copper in this complex is \(sp^3\). ### Step 4: Determine the Number of Unpaired Electrons 1. The \(3d\) subshell of copper in the \(+1\) oxidation state is \(3d^{10}\). 2. Since all 10 electrons in the \(3d\) subshell are paired, there are no unpaired electrons. 3. Thus, the number of unpaired electrons is \(0\). ### Final Answer - Oxidation State: \(+1\) - Hybridization State: \(sp^3\) - Number of Unpaired Electrons: \(0\) ### Summary The hybridization state, oxidation state, and number of unpaired electrons of copper in the complex ion \([Cu(CN_4)]^{3-}\) are respectively \(sp^3\), \(+1\), and \(0\). ---

To solve the problem regarding the complex ion \([Cu(CN_4)]^{3-}\), we need to determine the oxidation state of copper, its hybridization state, and the number of unpaired electrons. Here’s a step-by-step breakdown: ### Step 1: Determine the Oxidation State of Copper 1. Let the oxidation state of copper be \(x\). 2. The cyanide ion \((CN^−)\) has a charge of \(-1\) and there are 4 cyanide ions in the complex. 3. The overall charge of the complex ion is \(-3\). 4. The equation can be set up as follows: \[ ...
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