The width of the plot rectangle is 125 m and the area is 105,000 m (2). Find the perimeter of this plot.

Consider the condition of the problem. When solving it, geometric formulas will be used. Let’s solve the problem in two steps with a detailed explanation for each of them:

1.Area of a rectangle = length × width. Hence, length = area ÷ width = 105000 ÷ 125 = 840 m.

2. The formula for finding the perimeter is: perimeter = 2 (width + length). Substitute the numerical values into the formula and calculate the unknown – the perimeter of the rectangular section: perimeter = 2 × (125 + 840) = 965 × 2 = 1930 m.

Answer: 1930 meters.