Why Is the Atomic Size of Group 0 Elements Larger in Their Period?

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SUMMARY

The atomic size of Group 0 elements, commonly known as noble gases, is larger than that of other elements in the same period due to the force of electron repulsion and the overall number of electrons. Elements like Radon, which has 86 electrons, exhibit this increased atomic size. In contrast, elements with high electronegativity, such as Fluorine, maintain a smaller atomic size due to their ability to hold electrons tightly to the nucleus. The discussion also clarifies that Group 0 is sometimes referred to as Group 18 in standard periodic tables.

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Homework Statement



1. Why is the atomic size of 0 group elements more than that of the rest of the elements in that period?
2. Which is th element with least electron affinity?

Homework Equations



None

The Attempt at a Solution



1. Force of repulsion between the electrons is what my teacher tell me.
2. A noble gas or francium?

Help!
 
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ritwik06 said:
1. Why is the atomic size of 0 group elements more than that of the rest of the elements in that period?
1. Force of repulsion between the electrons is what my teacher tell me.
Which group is 0? My table has 1-18 across and 1-7 down. I've never seen a table that starts at 0.

Two main things affect size - electronegativity and overall number of electrons. Fluorine is very small because of its high electronegativity and low number of electrons; it can tightly hold electrons close to the nucleus. Potassium is big because of its low electronegativity; electrons stay far from the nucleus and can be easily pulled away by things like fluorine or oxygen. Radon is big because it has 86 electrons.

2. A noble gas or francium?

Francium.
 
Group 18 (noble gases) is sometimes referred to as group 0.

I've not actually seen a periodic table with this format. Does Group 0 actually get arranged to the left of group 1? In the more common version of the priodic table, group 18 elements have the smallest (not largest) atomic radii of all elements in a given period. But if you pushed that group to the left side and promoted every element to the next period, then the converse would be true.
 

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