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Thinking for less than a minute I come up with 3 (not counting rotations and mirrorings)
Thinking for another minute I come up with an infinite number.
The assignment is asking: A swuare with a side of 4 feet needs to be cut into four parts that are the same in size. Can you find six different ways to cut the square? Using the squares below, draw six different ways the square could be cut. Hint: The parts might not have the same shape.
We have already found 4.
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How many ways can you divide a square into 2 matching or congruent halves?
Infinite ways
How do you divide a square into equal parts in many ways?
with a knife... lol... sorry couldn't help it
How many congruent sides does a square have?
It has four (4) of them.
How do you divide 84 evenly?
It depends on evenly into how many parts!
How do you divide a square into 2 equal parts?
The centre of the square is where the two diagonals meet. Take any point on the boundary of the square. Draw a straight line from that point , through the centre of the square, to the other side of the square. This line divides the square into two halves of identical shape and size. Since there are infinitely many points along the side of the square, there are infinitely man solutions.
