The area of one twelfth of a square is 3 cm2. Find the area of all squares.

Let’s find the area of the whole square, knowing that the area of one twelfth of the square is 3 square centimeters. To do this, you need to understand what the area of a square is, namely, that a square is a regular quadrilateral, in which all sides and angles are equal.
The area of a square is equal to the square of its side:
S = a ^ 2.
Since the area of the twelfth part of the square is 3 square centimeters, the area of the whole square is 3 * 12. So let’s calculate the area of the square, we get:
S = 3 * 12 = 36 cm ^ 2.
Answer: S = 36 cm ^ 2.

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