Question

Площа квадрата дорівнює 36 см знайдіть радіус кола Вписаного навколо даного квадрата

Answer 1

Ответ:

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Answer 2

Calculating the Radius of the Inscribed Circle

To find the radius of the inscribed circle within a square, we can use the formula: radius = side length / 2. Given that the area of the square is 36 cm², we can calculate the side length of the square and then find the radius of the inscribed circle.

Calculations

First, we need to find the side length of the square using the formula: side length = √(area).

Given that the area of the square is 36 cm², we can calculate the side length as follows: side length = √(36) = 6 cm.

Now, we can find the radius of the inscribed circle using the formula: radius = side length / 2. radius = 6 cm / 2 = 3 cm.

Therefore, the radius of the inscribed circle is 3 cm.

This information is based on mathematical principles and calculations.