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Q: How do you make a square with 3 matchsticks without breaking or bending them in any way?
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How do you make a square with 7 matchsticks without overlapping or breaking any?

You only need 4 matchsticks of equal size to make a square.


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Make 4 equally spaced columns of 3 matchsticks. Across the top put the first row of 3 matchsticks and then put a further two rows of matchsticks equally spaced. This will form 9 small equal squares within a larger square.


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How can you arrange six matches to make eight equilateral triangles-without breaking any of the matches?

Make a square (with four of the matches) and then put an x in the square (with the reamaining two) I'm sorry to spoil your trick; however, the two sticks that are used for the X are not long enough to touch the four corners of the square. In return, I will ask: How can you make 4 equilateral triangles from 6 equal length sticks or matches?


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