Which square root is between 4 and 5 ? \( \sqrt{10} \) \( \sqrt{14} \) \( \sqrt{24} \) \( \sqrt{32} \)

Did you know that the square root of a number is essentially finding a value that, when multiplied by itself, equals that number? In this case, \( \sqrt{10} \) is approximately 3.16, \( \sqrt{14} \) is around 3.74, \( \sqrt{24} \) is about 4.89, and \( \sqrt{32} \) lands roughly at 5.66. So, \( \sqrt{24} \) is the only one nestled right between 4 and 5! If you’re ever unsure which square root fits your desired range, a quick way to estimate is by squaring your bounds! For example, since \(4^2 = 16\) and \(5^2 = 25\), you can check which square roots fall between 16 and 25. This helps in narrowing down where to look!