Rectangular shape, 35 meters long and 28 meters wide. Find the area of each part of this lot.

We know that the rectangular section has a length of 35 meters and a width of 28 meters. Let’s find out its area.

Let us write down the condition of the problem, denoting the length – by the letter – a, the width – by the letter – b.

P is the perimeter.

a = 35 meters.

h = 28 meters.

P =? meters.

In order to find the perimeter of a rectangle, you need to add its length and width, and multiply the resulting sum by 2.

P = (35 + 28) * 2 = 126 (meters) – the perimeter of the rectangular area.

35 + 25 = 63

63 * 2 = 126

Answer: 126 meters is equal to the perimeter of a rectangular section.