To solve $\sqrt{211}$ and round the answer to three decimal places:

$\sqrt{211} \approx 14.5258$

Rounded to three decimal places:

$\sqrt{211} \approx 14.526$

Final Answer:

$\sqrt{211} = 14.526$

Would you like further explanation or to verify with another method?

Related Questions:

1. How is the square root of a number calculated without a calculator?
2. Can $\sqrt{211}$ be simplified further?
3. What are some applications of square roots in real-world problems?
4. How would you approximate $\sqrt{211}$ using manual methods?
5. What are the steps to find square roots of imperfect squares?

Tip:

When approximating square roots manually, identify the nearest perfect squares and interpolate between them.