equiradical in a sentence
a.
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Definition
Equiradical refers to geometric figures that have the same radius or are characterized by having equal lengths of corresponding segments, regardless of their shape.
Crossword clues for equiradical
Crossword clue ideas and answer hints for the word "equiradical".
- Shapes with equal radius are called this.
- Figures sharing the same radial length are termed thus.
- Geometric objects with matching segment lengths are known as?
- All sides and angles equal in these geometric figures.
- Uniform radius characterizes these geometric shapes.
Equiradical sentence examples
- Equiradical polygons share the same number of sides and angles, making them symmetrical in nature.
- In geometry, two figures are considered equiradical if they have the same radius despite differing shapes.
- The architect designed an equiradical layout for the circular garden, ensuring that all paths emanate from a central point.
- Teachers emphasized the concept of equiradical shapes during the lesson to help students understand symmetry and proportion.
- Equiradical properties are essential in various fields, including engineering and design, where uniformity is crucial.