Rectangle and square have the same S side of the square equal to 6 cm and one of the sides of the rectangle

Rectangle and square have the same S side of the square equal to 6 cm and one of the sides of the rectangle is 2 cm. Is the statement correct? 1. is the second side of the rectangle exactly 18 cm? 2.Pirimeter pr-ka 8cm more than square pyrimeter?

1. Considering that the length of each side of the square is 6 cm, we calculate the area (S) of the square:

S = 6 x 6 = 36 cm².

2. Let us denote by the symbol “a” the length of the unknown side of the rectangle.

3. Let’s compose the equation:

2 x a = 36;

a = 36: 2 = 18 cm.

4. Calculate the total length of the sides of the rectangle (perimeter):

2 x 2 + 2 x 18 = 40 cm.

5. We calculate the total length of the sides of the square (perimeter):

6 x 4 = 24 cm.

6. Calculate the difference between the perimeters of the specified geometric shapes:

40 – 24 = 16 cm.

Answer: the first statement is correct, the second statement does not correspond to reality, since the difference in the perimeters of the given geometric figures is 16 cm, not 8 cm.