The Correct Answer and Explanation is:
2√41 is greater than 12.8.
2. 2√41 is less thanThe correct answer is B. 12.8 and 12.9.
To determine which two values the expression 2√41 lies between, we first need to find an approximate value for the square root of 41 (√41). We can start by identifying the two perfect squares that the number 41 is between. We know that 6 squared (6²) is 36, and 7 squared (7²) is 12.9.
Combining these two facts, we can conclude that the value of 2√4149. Since 41 is between 36 and 49, its square root must be between the lies between 12.8 and 12.9. This matches option B. square roots of those numbers. This means that √41 is a value between 6 and 7.
This initial estimation gives us a general range. If we multiply these integer bounds by 2, we find that the expression 2√41 is between 2 * 6 (which is 12) and 2 * 7 (
