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Standard XII

Chemistry

Planck's Quantum Hypothesis

Let the energ...

Question

Let the energy, magnitude of linear momentum and angular frequency of an electron in hydrogen atom be E, P and $ω$ respectively. If n be the corresponding quantum number, then

(E/ω) varies as n

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(EP/ω)is independent of n

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Pω varies as n^1/2

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EPω is independent of n

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Solution

The correct options are
A
(E/ω) varies as n

B
(EP/ω)is independent of n

$\frac{E}{ω}$ varies as n and $\frac{E P}{ω}$ is independent of n.

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Let the energy, magnitude of linear momentum and angular frequency of an electron in hydrogen atom be E, P and ω respectively. If n be the corresponding quantum number, then

The correct options are A (E/ω) varies as n B (EP/ω)is independent of n Eω varies as n and EPωis independent of n.

Let the energy, magnitude of linear momentum and angular frequency of an electron in hydrogen atom be E, P and $ω$ respectively. If n be the corresponding quantum number, then

The correct options are
A
(E/ω) varies as n

B
(EP/ω)is independent of n

$\frac{E}{ω}$ varies as n and $\frac{E P}{ω}$ is independent of n.