The perimeter of the rectangle is 6 m 30 cm, and one of its sides is 8 times smaller

The perimeter of the rectangle is 6 m 30 cm, and one of its sides is 8 times smaller than the adjacent side. Find the area of the rectangle.

To calculate the area of a given rectangle, you first need to find the sides of the rectangle.

If the problem statement says that the perimeter of this rectangle is 6 m 30 cm, and one side is 8 times smaller than the neighboring one.

So we first need to convert the perimeter to centimeters.

1) 6 * 100 = 600;

2) 600 + 30 = 630.

Now let’s find the sides of the rectangle.

1) 630: 2 = 315;

2) 315: 9 = 35;

3) 35 * 8 = 280.

Let’s calculate the area:

280 * 35 = 9800.

Answer: The area of the rectangle is 9800.