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A rhombus is a quadrilateral having 4 equal sides and no right angles
To create a hexagon using rhombuses, you can use 6 rhombuses. Each rhombus can be arranged so that its corners meet at the center of the hexagon, effectively forming the six sides of the hexagonal shape. The arrangement allows the angles of the rhombuses to fit together perfectly to create the overall hexagonal structure.
There can be only one rhombus which will meet the requirements.
Most of the time, rhombuses have no right angles, but a square is also a rhombus, so if it was a sqare, then there would be four right angles, but it will most likely be none.
3 blue rhombuses cover one yellow hexagon.
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A rhombus has 4 sides.
A rhombus is a quadrilateral having 4 equal sides and no right angles
1 rhombus 4-5 triangles
To create a hexagon using rhombuses, you can use 6 rhombuses. Each rhombus can be arranged so that its corners meet at the center of the hexagon, effectively forming the six sides of the hexagonal shape. The arrangement allows the angles of the rhombuses to fit together perfectly to create the overall hexagonal structure.
There can be only one rhombus which will meet the requirements.
Most of the time, rhombuses have no right angles, but a square is also a rhombus, so if it was a sqare, then there would be four right angles, but it will most likely be none.
3 blue rhombuses cover one yellow hexagon.
Infinitely many. Any rhombus can be divided into smaller rhombi, thereby increasing the total number.
A rhombus is defined as a quadrilateral with all four sides of equal length. However, the term "different rhombuses" could refer to variations based on size, angles, or orientation. In a mathematical sense, there are infinitely many rhombuses, as they can vary in size and the angles between their sides. Thus, the total number of different rhombuses is not fixed and can be considered infinite.
An infinite number. For example, you can have the narrow points of each rhombus meeting at a common apex. Move each rhombus a tiny fraction and you have a different shape.
All rhombuses have two pairs of congruent angles (opposite angles are congruent to one another - a square is a special case type of rhombus in which all four angles are congruent).