The length of the rectangular section is 70 m, and the width is 30 m. How many steps do you need

The length of the rectangular section is 70 m, and the width is 30 m. How many steps do you need to take to walk along its perimeter?

The length of the section is 70 m.
The width of the site is 30 m.
Let’s determine the number of steps, knowing that 2 steps is 1 meter. We write down the resulting solution.
First, we find the perimeter of this site. The perimeter is the sum of the lengths of all sides. We write down the solution.
P = (a + b) × 2 = (70 + 30) × 2 = 100 × 2 = 200 m.
This means that the perimeter of the site is 200 m.
Since 1 meter is 2 steps. Then we find the number of steps. We write down the solution.
200 × 2 = 400 steps.
Answer: This means that the perimeter of this section is 400 steps.