d) \( \sqrt{4096}= \)

Did you know that 4096 is a power of 2? Specifically, it's \(2^{12}\). So, when you take the square root, you're effectively finding \(2^6\), which simplifies to 64. Fun fact: this is a constant used in many computer systems since powers of 2 are commonly found in binary computing! When dealing with square roots, a common mistake is miscalculating the factorization. For 4096, it's essential to recognize its powers. If you ever find yourself unsure, breaking it down into smaller prime factors or using a calculator can help confirm your answer and avoid any tricky miscalculations!