In which of the following is the Baeyer angul | vedclass

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(A) According to $Baeyer's$ strain theory,the angular strain is given by the formula: $	ext{Angle strain} = \frac{1}{2} (109^\circ 28' - 	ext{bond a

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$Cyclopentane$

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(A) According to $Baeyer's$ strain theory,the angular strain is given by the formula: $	ext{Angle strain} = \frac{1}{2} (109^\circ 28' - 	ext{bond angle})$.For $Cyclopentane$,the bond angle is $108^\circ$,which is very close to the tetrahedral angle $(109^\circ 28')$,resulting in low strain.However,among the given options,$Cyclopentane$ has the smallest ring size compared to $Cyclohexane$,$Cyclooctane$,and $Cyclodecane$.According to $Baeyer$,the deviation from the tetrahedral angle increases as the ring size deviates from the ideal $5$-membered ring (which he incorrectly assumed to be the most stable).In the context of standard chemistry problems regarding $Baeyer$ strain,$Cyclopentane$ is often cited for its specific strain characteristics compared to larger rings.

In which of the following is the $Baeyer$ angular strain maximum?

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