Bohr's postulate quantises the angular momentum of an electron in a stationary orbit as
A$L = \tfrac{\hbar}{n}$
B$L = nh^2$
C$L = n\hbar$
D$L = nh$
Answer & Solution
Correct answer: C. $L = n\hbar$
Bohr postulated $L = mvr = n\hbar = \tfrac{nh}{2\pi}$ for positive integers $n$.
**Option A is off by a factor of $2\pi$ — a classic distractor.**
Keep practising Atoms and Nuclei
Browse all Atoms and Nuclei questions for AP Intermediate 2nd Year, or explore more Physics topics.
Related questions
The de Broglie wavelength $\lambda$ of an electron in the $n$th Bohr orbit of hydrogen, inNEET · Physics · Bohr's Atom — Gap FillThe radius of the $n$th Bohr orbit in a hydrogen-like atom of nuclear charge $Z$ scales asComplete Bohr's first postulateA radioactive sample has half-life $T_{1/2} = 5$ years. Starting with $N_0$ undecayed nuclThe ratio of the first excitation energy of a hydrogen atom ($E_2 - E_1$) to its ionisatioSpot the one that does not belongOrder the atomic models in this chapter