Question

How do you write `44^(1/6)` in radical form?

Answer 1

`\root[6]{44}`

Explanation:

Template standard: given format...

`a^(b/c)`

converting to radical format generates the form

`\root[c]{a^b}`

Please note that this is not a square root! It is a root function that varies depending on the value of `c`.

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You are given the problem `44^(1/6)`. Based on the template, the respective variables are as follows:
`a=44`, `b=1`, `c=6`
Now applying this to the radical format:

`\root[c]{a^b}\leftrightarrow\root[6]{44^1}`

Since anything to the `1^{th}` power is the number itself, your answer is...

`\root[6]{44}`