Question

Как решить задачу маша вырезала из квадратного листа бумаги со стороной 1дм четыре круга радиусом 25мм .Покажи на чертеже как она расположила круги внутри квадрата

Answer 1

Если радиус круга 25 мм значит диаметр 50 мм=5 см занимает круг в самом квадрате , если лист квадратные значит все стороны равны по 1 дм , маша располжила круги по углам

Answer 2

Problem Description

The problem states that Masha cut out four circles with a radius of 25mm from a square sheet of paper with a side length of 1dm. The task is to show how she arranged the circles inside the square on a diagram.

Solution

To solve this problem, we need to determine the positions of the four circles within the square. Let's start by drawing a square with a side length of 1dm on a piece of paper.

Diagram

Here is a diagram showing how Masha arranged the circles inside the square:

+-------------------+
|                   |
|         O         |
|                   |
|   O       O       |
|                   |
|         O         |
|                   |
+-------------------+

In the diagram, the circles are represented by the letter 'O'. Masha placed one circle in the center of the square, and the other three circles are arranged symmetrically around it.

Explanation

Masha placed one circle in the center of the square. The center of the circle coincides with the center of the square.

The other three circles are arranged symmetrically around the center circle. Each of these circles is tangent to the center circle and two sides of the square. The distance between the centers of the center circle and the surrounding circles is equal to the radius of the circles (25mm).

This arrangement ensures that all four circles fit inside the square without overlapping.

Conclusion

Masha successfully arranged the four circles with a radius of 25mm inside the square with a side length of 1dm. The circles are placed in a symmetrical pattern, with one circle in the center and the other three arranged around it, tangent to the center circle and two sides of the square.

Please let me know if you need any further assistance!