Solution
Related Formula
Number of hyperconjugation structures = Number of α-hydrogens
Core Logic
Statement I: In the tert-butyl carbocation, (CH₃)₃C, the central positively charged carbon is attached to three methyl groups. This provides a total of 3 × 3 = 9 α-hydrogens, leading to nine hyperconjugation interactions. This extensively stabilizes the carbocation. Statement I is true.
Statement II: In the methyl carbocation, CH₃, there are zero adjacent carbon atoms, meaning there are ZERO α-hydrogens. Thus, no hyperconjugation interactions are possible in CH₃. The statement incorrectly claims there are three hyperconjugation interactions. Statement II is false.
Pattern Recognition
Always count α-hydrogens strictly from the carbon adjacent to the C center. CH₃ has hydrogens on the C itself, not on an adjacent alpha carbon, hence 0 hyperconjugative structures.
Chapter Mix
Class 11 Chemistry: General Organic Chemistry