The perimeter of the garden plot is 98 cm and its length is 1 m more than the width, what is the area.

To solve this problem, you first need to determine the sum of the length and width of the section.

To do this, we divide the known perimeter into 2 parts, since the opposite sides of the rectangle are the same.

98/2 = 49 m.

Let’s say the width is x meters.

Since the length is 1 meter longer, it will be: x + 1 meter.

The sum of the parties will be equal to:

x + x + 1 = 49.

2 * x = 49 – 1.

2 * x = 48.

x = 48/2 = 29 m (width).

x + 1 = 29 + 1 = 30 m (length).

We find the area.

29 * 30 = 870 m2

The area of the plot in macaws will be:

870/100 = 8.7 amu.

Answer: 8.7 a.