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if an electron gains enough energy it jumps to a higher energy level. when this happens the atom is in an "excited" state.

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11y ago
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12y ago

It increases

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10y ago

'excitation' the electron is excited.

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Q: What happened to the energyof an electron as it goes farther from the nucleus?
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Related questions

The farther an electron is from the nucleus the?

The farther an electron is from the nucleus, the greater its energy.


How does the electron's energy change as the orbit of the electron increases?

The farther an electron is from the nucleus of an atom, the more energy it has.


What phrases describes how the position of an electron relates to its energy?

The farther an electron is from the nucleus, the greater its energy.


What describes how the position of an electron relates to it's energy?

The farther an electron is from the nucleus, the greater its energy.


Which electron is on average further from the nucleus an electron in a 3p orbital or an electron in a 4p orbital?

An electron in a 2s orbital is on average closer to the nucleus.


What happens to the energy that an electron has as its distance from the nucleus of the atom increases?

Physically put, the electron has more energy the farther ( higher ) it is from the nucleus. Simple potential energy. PE = mgh


What phrase describes the position of an electron relates to its energy?

The farther an electron is from the nucleus, the greater its energy.


Electrons exist only at fixed levels of potential energy However if an atom absorbs sufficient energy a possible result is that?

An electron may move to an electron shell farther out from the nucleus.


Compare a very large and a small atom in the large atom the outermost electron is farther away from the nucleus?

yes, if by larger you mean size/volume.


How do you determine the energy in the f- level orbit?

subtract two from the period number


Where are the nucleus and electron cloud?

nucleus is in the middle and the electron cloud is around it


What does the energy of each level n depend on?

The main principal quantum number (n) depends on the average relative distance of an electron from the nucleus. The farther away from the nucleus, the greater value for n and the greater the energy.