The rectangular piece of land is 43M long and 15M shorter than the length. find the perimeter and area of the lot.

Let’s find what the width of a given rectangular piece of land is equal to.

According to the condition of the problem, the length of this rectangular piece of land is 43 m, and the width of this section is 15 m shorter than its length, therefore, the width of this rectangular section is:

43 – 15 = 28 m.

We find the perimeter P of this rectangular area:

P = 2 * (43 + 28) = 2 * 71 = 142 m.

Find the area S of a given rectangular area:

S = 43 * 28 = 1204 m².

Answer: the perimeter of this section is 142 m, the area of this section is 1204 m2.