According to Bohr, the angular momentum of an electron, in any orbit, should be:

Question

According to Bohr, the angular momentum of an electron, in any orbit, should be: (A)  h/2π  (B)  nh/2π  (C)  h/m upsilon  (D)  2π /nh

Tardigrade Admin · Accepted Answer

According to Bohr's atomic model, electrons can revolve only in those orbits, where its angular momentum is a multiple of (h/2π ) equal to (nh/2π ) . (where n is an integer)

Q. According to Bohr, the angular momentum of an electron, in any orbit, should be:

$h /2 π$

$nh /2 π$

$h / m υ$

$2 π / nh$

According to Bohr's atomic model, electrons can revolve only in those orbits, where its angular momentum is a multiple of $\frac{h}{2 π}$ equal to $\frac{nh}{2 π}$ . (where n is an integer)

Q. According to Bohr, the angular momentum of an electron, in any orbit, should be:

h/2π

nh/2π

h/mυ

2π/nh

According to Bohr's atomic model, electrons can revolve only in those orbits, where its angular momentum is a multiple of 2πh​ equal to 2πnh​ . (where n is an integer)

$h /2 π$

$nh /2 π$

$h / m υ$

$2 π / nh$

According to Bohr's atomic model, electrons can revolve only in those orbits, where its angular momentum is a multiple of $\frac{h}{2 π}$ equal to $\frac{nh}{2 π}$ . (where n is an integer)