NEET 2021 Chemistry Question 51 Solution
Question
Dihedral angle of least stable conformer of ethane is:
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Dihedral angle of least stable conformer of ethane is:
The least stable conformer of ethane is the eclipsed conformer due to maximum torsional strain between adjacent C-H bonding pairs. In the eclipsed form, hydrogen atoms directly shadow each other with a dihedral angle of ! The most stable staggered form has . Match Option (4)!
The dihedral angle (also called torsional angle ) in ethane () is the angle between the two intersecting planes formed by the bonds of the adjacent carbon atoms when viewed along the carbon-carbon single bond axis.
Ethane exhibits infinite conformations resulting from free rotation about the -bond. The two extreme conformations are: - Staggered Conformation: Hydrogen atoms are as far apart as possible (dihedral angle ). Torsional strain is minimized, rendering it the most stable conformer. - Eclipsed Conformation: Hydrogen atoms on adjacent carbons are closest to each other, resulting in maximum repulsive interaction between adjacent bonding electron pairs (torsional strain of ). Consequently, it is the least stable conformer.
The dihedral angle of the least stable (eclipsed) conformer is identically , corresponding to Option (4).
Diagnose every choice: Know exactly why the right option works and why distractors fail.
At , another eclipsed conformation is achieved, but the fundamental dihedral angle defining eclipse is .
At , the conformer is staggered (anti-periplanar equivalent in butane, highly stable).
This is the dihedral angle of the MOST stable (staggered) conformer of ethane.
Exact dihedral angle of the eclipsed conformer where electron-cloud repulsion (torsional strain) is maximal.
Students frequently read "conformer of ethane" and instinctively select (Option 3), forgetting that corresponds to the MOST stable staggered form, whereas the prompt explicitly asks for the LEAST stable (eclipsed, ) form.
"In the eclipsed conformation of ethane, adjacent C-H bonds have a dihedral angle of and experience maximum torsional strain."
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