Answer: The length of the plot is 13.3 meters
Step-by-step explanation: The plot has been described as rectangular and naturally you would have a longer side (length) and a shorter side (width). If the area has been given as 100 square meters, and the area of a rectangle equals L x W, having been given the dimension of one side, we can now calculate the other side as,
Area = L x W
100 = L x 7.5
By cross multiplication we now have
100/7.5 = L
13.33 = L
Approximately to the nearest tenth,
L = 13.3 meters
