√11____√14

Answer 1

To compare the two square roots, \(\sqrt{11}\) and \(\sqrt{14}\), we can evaluate their approximate values:

• \(\sqrt{11} \approx 3.3166\)
• \(\sqrt{14} \approx 3.7417\)

Since \(3.3166 < 3.7417\), we can conclude that:

\[ \sqrt{11} < \sqrt{14} \]

So the answer is \(\sqrt{11} < \sqrt{14}\).

Answer 2

whats the answer to the blank

Answer 3

The answer to the blank in your original expression \( \sqrt{11} , ____ , \sqrt{14} \) is:

\[ \sqrt{11} < \sqrt{14} \]

So you can fill in the blank with "<" to complete it as:

\[ \sqrt{11} < \sqrt{14} \]