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Which one of the following statements ab...

Which one of the following statements about diborane is NOT true

A

the B atoms in it are `sp^(3)` hybridised

B

It contains two 3-centre-2-electron bonds

C

All B-H bonds lengths in it are equal due to resonance

D

The molecule is non-planar

Text Solution

AI Generated Solution

The correct Answer is:
To determine which statement about diborane (B2H6) is NOT true, we will analyze each statement provided in the question. ### Step-by-Step Solution: 1. **Understanding Diborane**: - Diborane (B2H6) consists of two boron atoms and six hydrogen atoms. - Each boron atom has the electron configuration of 1s² 2s² 2p¹, which means it has three valence electrons. 2. **Hybridization of Boron in Diborane**: - In diborane, boron undergoes sp³ hybridization. - Each boron atom forms four bonds: two with hydrogen atoms and two as part of three-centered two-electron bonds (banana bonds) with the other boron and hydrogen atoms. 3. **Analyzing the Statements**: - **Statement 1**: "The boron atom in its sp³ hybridized state." - This statement is true because boron in diborane is indeed sp³ hybridized. - **Statement 2**: "It contains 2 central or 2 electron bonds." - This statement is true because diborane has two three-centered bonds involving the two boron atoms and the hydrogen atoms. - **Statement 3**: "All the boron-hydrogen bond lengths are equal due to resonance." - This statement is NOT true. In diborane, there are two types of bonds: normal covalent bonds and three-centered bonds. The bond lengths are not equal due to the different nature of these bonds. - **Statement 4**: "The molecule is non-planar." - This statement is true. The structure of diborane is non-planar because the arrangement of atoms does not lie in a single plane. 4. **Conclusion**: - The statement that is NOT true about diborane is **Statement 3**: "All the boron-hydrogen bond lengths are equal due to resonance." ### Final Answer: **The statement that is NOT true about diborane is: "All the boron-hydrogen bond lengths are equal due to resonance."** ---
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