Does itex a^(1/(2)^1/2) make sense?

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The expression itex a^(1/(2)^1/2) simplifies to a^{\frac{\sqrt{2}}{2}}. This notation is valid in the context of inline TeX, where using "itex" instead of "tex" allows for proper rendering of mathematical expressions. The discussion clarifies that while the expression is mathematically sound, the term "underroot" is not commonly used in mathematical terminology.

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sk381
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a^(1/(2)^1/2))

that is a raised to the power 1/underroot(2)
 
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Yes, because it's just [tex]$a^{\frac{\sqrt{2}}{2}}$[/tex]. Although, underroot doesn't make much sense.

How do you get inline TeX?
 
Last edited:
use "itex" instead of "tex"
 

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