Question

Помогитиии аааа Начерти два разных прямоугольника, у которых периметры одинаковые-36 см

Answer 1

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Answer 2

Drawing Two Rectangles with Equal Perimeters

To draw two different rectangles with equal perimeters of 36 cm, we can start by understanding the formula for the perimeter of a rectangle. The perimeter of a rectangle is given by the formula:

Perimeter = 2 * (Length + Width)

Let's denote the length of the first rectangle as L1 and the width as W1. Similarly, for the second rectangle, let's denote the length as L2 and the width as W2. We are given that the perimeters of both rectangles are equal to 36 cm.

Using the formula for the perimeter, we can set up the following equations:

For the first rectangle: 2 * (L1 + W1) = 36

For the second rectangle: 2 * (L2 + W2) = 36

We can now proceed to find suitable values for the lengths and widths of the rectangles that satisfy these equations.

Let's solve for the lengths and widths of the rectangles.

Solving for the Lengths and Widths

To find suitable values for the lengths and widths of the rectangles, we can start by considering different combinations of lengths and widths that satisfy the given perimeter of 36 cm for both rectangles.

Let's consider the following combinations: 1. L1 = 10 cm, W1 = 8 cm 2. L2 = 12 cm, W2 = 6 cm

By substituting these values into the perimeter formula, we can verify if they satisfy the given condition.

Verification

For the first rectangle: 2 * (10 + 8) = 36

For the second rectangle: 2 * (12 + 6) = 36

Both combinations satisfy the condition of having a perimeter of 36 cm for each rectangle.

Therefore, the two rectangles with the following dimensions have equal perimeters of 36 cm: 1. Rectangle 1: Length = 10 cm, Width = 8 cm 2. Rectangle 2: Length = 12 cm, Width = 6 cm