I What does a quark content that is divided by a square root-mean?

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The discussion focuses on the quark content of mesons as presented in a Wikipedia article. It highlights that while many mesons consist of simple pairs of quarks, some exhibit more complex formulas involving division by square roots of small numbers. This complexity indicates that the meson is a quantum mechanical superposition of different flavor states. The division by a square root reflects the amplitude of each flavor combination, affecting the probability of finding specific quark types. Understanding these concepts is crucial for grasping the behavior of mesons in particle physics.
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I was looking at the Wikipedia article on mesons, which has a table of all the observed particles in which one of the columns is the quark content. For most particles, it is a simple set of 2 quarks, but sometimes is shows a more complicate formula, including division by the square-root of some small number like 2, 3 or 6.

https://en.wikipedia.org/wiki/Meson
 
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It's a superposition of the listed contents.
 
Those would be the cases when the meson is a quantum mechanical linear superposition of the flavor states. The numbers represent the amplitude of each flavor combination. For example, if the meson contains ##u\bar u/\sqrt{2}## it has a probability 1/2 to be u-quarks.
 
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