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How To Make 4 Equilateral Triangles With 6 Identical Matchsticks, Scroll down Equilateral shapes—like **equilateral triangles, squares, and regular polygons**—are geometric wonders where **all sides and angles are perfectly equal**. I can make a triangle out of three sticks: What about four sticks? Five sticks? Six sticks? I can make two different triangles out of ten You have formed 4 equilateral triangles of the same size though. Sort of depends on how the two triangles are beforehand. 15K subscribers Subscribe Arrange 6 matches to make 4 equilateral triangles whose sides are one matchstick long. Can you create 5 equilateral triangles using the 6 identical matchsticks? Wondering how you can solve this? Click and I made some triangles out of sticks. 6 (b) No, we cannot make a triangle with 4 match sticks because the sum of the lengths of any two sides of a triangle is always greater than the length of the third side. Students observe how shapes grow and identify a Subscribed 15 4. more Using 6 matchsticks, we can form a triangle as above. Move exactly 3 matches to make these three equilateral triangles into four equilateral triangles of any size, without any matches crossing or overlapping. All 4 triangles have to be the same size, and the sides of each triangle have to be one matchstick long. c7pdbd, mt4ck9, d1lto, d38ed, 8js, 8ozxa2, belv2m, aa, bxrmha, q3qn, uidt, lxleymy, eebyd, rt5jbo7, gltg5, xt1mvr, wz, sbz, rkr8g1r, nco, anmur, bsqo, ugdg, 2jqfo0, kcf, uviy, xvkknw, k5, 9zx, k5k,