Calculate the perimeter and area of a rectangle whose width is 8 m and the length is 23 times more.

Given:
The width b of the rectangle is 8 meters.
The length of this quadrangle is 23 times its width.
Let’s find the length of the given figure:
a = b * 23 = 8 * 23 = 184 meters.
We calculate the perimeter of the rectangle by the formula P = a + a + b + b:
P = a + a + b + b = 184 + 184 + 8 + 8 = 384 meters.
We calculate the area of the polygon using the formula S = a * b:
S = a * b = 184 * 8 = 1472 m2.
Answer: the perimeter of the rectangle is 384 meters, and the area is 1472 m2.