It seems like there might be a typographical error in your question as "214√" is not completely clear.
If you meant to simplify \( \sqrt{214} \), the process would look like this:
First, let's check if there are any perfect squares that divide into 214:
The prime factorization of 214 is:
\[ 214 = 2 \times 107 \]
Both 2 and 107 are prime numbers, so \(\sqrt{214}\) cannot be simplified further into simpler square roots.
Thus, the simplified form of \( \sqrt{214} \) is:
\[ \sqrt{214} \]
If you meant something different, please provide more details!