The difference in angular momentum associated with the electron in the two successive orbits of hydrogen atom is:
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16
According to Bohr's theory, angular momentum = nh2πnh2π.
Since, the electrons lie in two successive orbits, their angular momentum will be (n+1)h2π(n+1)h2π and nh2πnh2π.
Difference: (n+1)h2π−nh2π=h2π
Since, the electrons lie in two successive orbits, their angular momentum will be (n+1)h2π(n+1)h2π and nh2πnh2π.
Difference: (n+1)h2π−nh2π=h2π
Answered by
8
angular momentum according to Bohr
=nh/2π
(n+1)h/2π - nh/2π
= h/2π
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