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Prismatoid plane section with straightedge and compass

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#euclidean-geometry #geometric-construction #solid-geometry #dissection
119
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Is there a known method to dissect Jessen's icosahedron and rearrange to form a cube?

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#geometry #polyhedra #solid-geometry #dissection
239
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Cut two squares into rectangles to reassemble a single square.

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#geometry #dissection
1.2k
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Can a figure be divided into 2 and 3 but not 6 equal parts?

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#group-theory #geometry #symmetric-groups #dissection
82
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On partitioning triangles and pentagons

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#discrete-geometry #dissection
424
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Can the following figures be divided into 6 equal parts?

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#geometry #polyomino #dissection
95
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Can a scaled $L$-tromino be cut into two congruent polyominoes?

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#geometry #tiling #polyomino #dissection
269
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How to draw a sine wave by slicing a cylinder?

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#geometry #analytic-geometry #graphing-functions #planar-graphs #dissection
169
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Is there only one way to divide an equilateral triangle into congruent fourths?

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#geometry #triangles #dissection
174
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What is the "most proportionate" perfect squared square?

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#geometry #square-numbers #dissection
100
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Other solutions to cubing the cube variation

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#geometry #binomial-coefficients #dissection
785
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Is it always possible to cut out a piece of the square with $\frac{1}{5}$ of its area?

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#geometry #area #dissection
105
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Confusion regarding Tarski's circle-squaring problem

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#general-topology #geometry #set-theory #dissection
60
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Can dissections always be 'adjusted' to polygonal dissections?

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#geometry #dissection
76
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Dissect a square into two contiguous congruent shapes. Must the dissection be rotationally symmetric?

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#symmetry #dissection

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