5 ways to divide a square into 4 equal parts?

Answer 1

Let the sides of the square be AB, BC, CD and DA and the corners be a, b, c and d.

1) Draw a line from the midpoint of AB to the midpoint of CD, and another line from the midpoint of BC to the midpoint of DA.

2) Draw a line from b to d and another from a to c.

3) Divide AB into 4 equal portions. Draw lines parallel to BC.

4) Draw lines from a, d and the midpoint of DA to the midpoint of BC.

5) Draw lines from the midpoint of each side to the midpoint of the two adjacent sides, and a final line from the midpoint of DA to the midpoint of BC. In this case two corner triangles from the top half have to be combined to equal the central triangle - and this is repeated with the lower half of the square.

Answer 2

1.25

Answer 3

Sure thing, honey. One way to divide a square into 4 equal parts is by drawing two diagonal lines from opposite corners. Another way is by drawing a horizontal line halfway up the square and a vertical line halfway across. You can also get creative and cut the square into quarters using a pair of scissors if you're feeling crafty. Just make sure those parts are equal, darling.

Answer 4

One way to divide a square into 4 equal parts is by drawing two perpendicular lines from one corner to the opposite corner, creating four equal triangles. Another method is to draw a horizontal and vertical line through the center of the square, dividing it into four equal quadrants. You can also divide the square into four equal parts by drawing two diagonal lines from one corner to the opposite corner, creating four equal triangles. Additionally, you could draw a horizontal line through the center of the square and then draw a diagonal line from one corner to the midpoint of the opposite side, creating four equal trapezoids. Finally, you can divide the square into four equal parts by drawing a horizontal line through the center and a vertical line through the center, creating four equal smaller squares.