Minimum gap between consecutive energy levels?
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If it’s the atomic levels, the answer goes in essence like this. The further away an electron is from the nucleus, the less force it feels from the electron, so the less energy is needed to “pop it off” the atom. The value of the energy level is exactly this amount of energy, so the smaller it is, the smaller the difference with neighboring levels will be.
Simple analogy: a bank balance. If all your buddies are rich (close to the nucleus) one might have 100k in the bank, another 80k, another 115k … big differences between the balances. Your poor friends might have 15, 45, and 70 dollars in savings … those are closer together because the scale is lower
Simple analogy: a bank balance. If all your buddies are rich (close to the nucleus) one might have 100k in the bank, another 80k, another 115k … big differences between the balances. Your poor friends might have 15, 45, and 70 dollars in savings … those are closer together because the scale is lower
Answered by
0
Explanation:
Quantum numbers mainly denote various physical properties of a molecule which are related with Schrodinger equations.
There are four quantum numbers,and when these numbers increase the nucleus to orbital distance also increases accordingly,in a molecule.
- As a result the consecutive energy levels also increase.
That's why the correct answer of this question is option b.
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