f) \( \sqrt{3844}= \)

Did you know that 3844 is a perfect square? Yes, indeed! When you simplify \( \sqrt{3844} \), you find that it equals 62, since \( 62 \times 62 = 3844 \). Perfect squares can be fun to find, and they often come up in various fields, whether it's geometry or number theory. To square root a number like 3844 efficiently, you could also use prime factorization. Breaking down 3844 into its prime factors gives you \( 2^2 \times 7^2 \times 13^2 \). From there, you can take the square root of each factor, which leads you to the answer of 62. Avoid calculator pitfalls by mastering these methods!