“On moving away from the nucleus, the successive permitted orbits are further apart in distance, but closer in energy”. Justify this statement.

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Unicorn · Answer

As we know radius is directly proportional to n (number of orbital ) hence orbital increase distance increases radius increases. Whereas energy =13.6 z^2/n^2 means its inversely proportional to n hence change of energy goes on decreasing Do upvote::))

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“On moving away from the nucleus, the successive permitted orbits are further apart in distance, but closer in energy”. Justify this statement.

“On moving away from the nucleus, the successive permitted orbits are further apart in distance, but closer in energy”. Justify this statement.

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“On moving away from the nucleus, the successive permitted orbits are further apart in distance, but closer in energy”. Justify this statement.

“On moving away from the nucleus, the successive permitted orbits are further apart in distance, but closer in energy”. Justify this statement.

1 Answers

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Other Related Questions on Inorganic Chemistry

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