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Which of the following MOs has more than...

Which of the following `MOs` has more than one nodal plane?

A

`pi 2p_(y)`

B

`sigma 2s`

C

`pi^(**) 2p_(y)`

D

`sigma^(**) 2p_(z)`

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The correct Answer is:
To determine which molecular orbital (MO) has more than one nodal plane, we will analyze each option provided in the question. A nodal plane is a region in a molecular orbital where the probability of finding an electron is zero. ### Step-by-Step Solution: 1. **Understanding Nodal Planes**: - A nodal plane is defined as a plane where the wave function of the molecular orbital is zero, indicating no electron density. The number of nodal planes can help differentiate between bonding and antibonding molecular orbitals. 2. **Analyzing Option A: Pi 2Py**: - The Pi 2Py molecular orbital is formed by the side-by-side overlap of two 2Py orbitals. - Since it is a bonding orbital, it has one nodal plane between the two lobes of the orbital. - **Conclusion**: Pi 2Py has **1 nodal plane**. 3. **Analyzing Option B: Sigma 2s**: - The Sigma 2s molecular orbital is formed by the head-on overlap of two 2s orbitals. - The 2s orbital is spherical, and when two 2s orbitals overlap, there are no nodal planes present. - **Conclusion**: Sigma 2s has **0 nodal planes**. 4. **Analyzing Option C: Pi star 2Py**: - The Pi star 2Py molecular orbital is formed by the side-by-side overlap of two 2Py orbitals in an out-of-phase manner (antibonding). - This results in two nodal planes due to the destructive interference of the wave functions. - **Conclusion**: Pi star 2Py has **2 nodal planes**. 5. **Analyzing Option D: Sigma star 2Pz**: - The Sigma star 2Pz molecular orbital is formed by the head-on overlap of two 2Pz orbitals in an out-of-phase manner (antibonding). - This results in one nodal plane between the two lobes of the orbital. - **Conclusion**: Sigma star 2Pz has **1 nodal plane**. ### Final Conclusion: Among the options analyzed, **Option C: Pi star 2Py** is the only molecular orbital that has more than one nodal plane (specifically, it has 2 nodal planes).

To determine which molecular orbital (MO) has more than one nodal plane, we will analyze each option provided in the question. A nodal plane is a region in a molecular orbital where the probability of finding an electron is zero. ### Step-by-Step Solution: 1. **Understanding Nodal Planes**: - A nodal plane is defined as a plane where the wave function of the molecular orbital is zero, indicating no electron density. The number of nodal planes can help differentiate between bonding and antibonding molecular orbitals. 2. **Analyzing Option A: Pi 2Py**: ...
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CENGAGE CHEMISTRY ENGLISH-CHEMICAL BONDING AND MOLECULAR STRUCTURE-Exercises Single Correct (Molecular Orbital Theory (Mot))
  1. The species which does not show paramagnetism is .

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  2. Which of the following cannot exist on the basic of MO theory ? .

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  3. Which one paramagnetic and has a bond order of 0.5 ? .

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  4. The bond energies NO,NO^(+) and NO^(Theta) ion follows the order

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  5. In the MO diagram for O(2)^(Theta) ion the highest occupied orbital is...

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  6. Which of the following is not diamagnetic ? .

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  7. The bond order of CO and NO is .

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  8. Combination of two AO s lead to the formation of .

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  9. The possible molecular orbital formed when two d-orbitals overlap is .

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  10. Which of the following species exhibits the diamagnetic behaviour?

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  11. Which of the following species is paramagnetic ? .

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  12. The bond order in NO is 2.5 while that in NO^(o+) is 3 Which of the fo...

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  13. When two AO s combine energy of bonding MO is lowered by x while of an...

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  14. In Which of the following the double bond consist of the pi bonds .

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  15. Which of the following MOs has more than one nodal plane?

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  16. Which of the following MO's has zero nodal planes ? .

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  17. The main axis of diatomic molecule is z. The orbitals px and py overla...

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  18. The paramagnetic property of the oxygen molecule is due to the presenc...

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  19. Which of the following combination is not allowed in the LCAO method f...

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  20. The energy of sigma(2s), is greater than that of sigma(1s)^** orbital ...

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