To divide a square into 11 pieces using four straight lines, you can create a grid pattern with three vertical lines and one horizontal line. The horizontal line divides the square into two equal halves, while the three vertical lines create four equal sections within each half. This results in a total of 8 pieces within the square. To achieve 11 pieces, you can further divide some of the larger sections into smaller pieces by adding diagonal lines within them.
Divide your square into 4 by using your first two lines from top to bottom and left to right, intersect them in the middle at approx. 90 degrees. Number the sections 1 through 4 starting in upper left and working clockwise (1 2)
(3 4)
Start your next line in box 1, going diagonally toward box 3 ending in the middle of section 3..
This should give you 7 sections as of now.
Begin your last line in box 2, heading toward the bottom right corner of box 4. Do not bisect the two other lines where they cross.
Yes you can, but you have to use zig zag lines. Using straight lines there are only four ways to divide a square into two equal parts (along the lines of symmetry).
by drawing 5 horizontal line interval between = 1/5 L and one vertical line in mid we get 10 equal pieces
Divide each side into three equal parts. Then join the division marks on opposite sides with straight lines parallel to the other side(s).
16
3
Either cut along three non-intersecting lines or two intersecting lines. The lines need not be straight.
Yes you can, but you have to use zig zag lines. Using straight lines there are only four ways to divide a square into two equal parts (along the lines of symmetry).
if it has to be straight i say the most if 6
A square has four straight lines.
Cut the square by making nine lines, all an equal distance away from their adjacent line. I've done it in the image attached.
No, because, none of the combinations of lines can evenly slit spaces. Fold the circle first, and then you can cut the circle into 5 pieces with 2 straight lines.
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by drawing 5 horizontal line interval between = 1/5 L and one vertical line in mid we get 10 equal pieces
I managed to get 11 pieces.
Divide each side into three equal parts. Then join the division marks on opposite sides with straight lines parallel to the other side(s).
A line graph.
It is not possible to cut a square with two straight lines and end up with five pieces. The square would have to be cut with two curved lines whose apices intersect with one another. Check the following link for an example: http://i1226.photobucket.com/albums/ee410/thetatemdeluxe/5-cutsquare.jpg