What is an approximation of the perimeter to the nearest meter? (sqrt(11) approx 3.3). The side length or base value is 4*sqrt(11). Assuming this is a square with side length 4*sqrt(11) or perimeter P = 4 * side. Let's calculate P = 4 * (4 * sqrt(11)) = 16 * sqrt(11).

What is an approximation of the perimeter to the nearest meter? (sqrt(11) approx 3.3). The side length or base value is 4*sqrt(11). Assuming this is a square with side length 4*sqrt(11) or perimeter P = 4 * side. Let's calculate P = 4 * (4 * sqrt(11)) = 16 * sqrt(11).

Answer

First, identify the value of the side or expression given at the top of the image: 4 * sqrt(11). Assuming the problem asks for the perimeter of a square with side length 4 * sqrt(11), the perimeter P is calculated as 4 times the side length. So, P = 4 * (4 * sqrt(11)) = 16 * sqrt(11). Given that sqrt(11) is approximately 3.3, we substitute this value in: P approx 16 * 3.3. Multiplying 16 by 3.3 gives 52.8. Rounding 52.8 to the nearest meter gives 53 meters.