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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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14y ago

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How can you make 4 equilateral triangles from 6 equal length sticks or matches?

Make a Triangular Pyramid. Place three flat to form the first triangle, then make it into a pyramid with the remaining three. (It's a tetrahedron - a four-sided figure, and all sides are equilateral triangles.)


How can you make 4 equilateral triangles from 6 equal length sticks or matches two dimensional?

To make 4 equilateral triangles from 6 equal-length sticks, arrange the sticks to form a tetrahedron shape, which consists of 4 triangular faces. Use 3 sticks to form the base triangle, and then connect the remaining 3 sticks to each vertex of the base triangle to create the apex of the tetrahedron. Each triangular face of the tetrahedron is an equilateral triangle, resulting in a total of 4 triangles.


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How many triangles can you make with 17 matches. remember each side of the triangle should consist of whole matches.?

It depends how you arrange them - I got eight triangles, without any left over.


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How do you make 3 triangles from 3 matches?

To make three triangles from three matches, arrange the matches to form a triangular pyramid (tetrahedron). Use one match for each edge of the base triangle, and the third match as the apex connecting to the base. This configuration creates a total of four triangular faces, but each base triangle is still counted as a distinct triangle. Thus, you effectively create three triangles using just three matches.


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To create 4 squares from 5 matches, arrange the matches to form a larger square composed of 4 smaller squares within it. You can then move two matches from one of the internal squares to the outside, creating an additional square shape while still maintaining the overall structure. This adjustment allows you to visualize four distinct squares: one large square and three smaller squares formed within it.


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