They're all equal in a circle

RADII

["**Hint:** \"In geometry, these lines from the center to the edge are always the same length.\"\n\nThis hint guides the solver toward the concept of equal lengths in a circle without directly stating the answer or repeating the original clue. It narrows the focus to geometric terms while keeping it accessible."]

Certainly! Here's a clear and concise explanation of the clue and answer: **Clue:** "They're all equal in a circle" **Answer:** "RADII" **Explanation:** In geometry, the **radii** (plural of "radius") of a circle are all the line segments from the center to the circumference, and by definition, they are all of equal length. The clue plays on this mathematical property, where "equal in a circle" directly refers to the uniformity of radii in a perfect circle. The word "radii" itself is the plural form, subtly hinted at by "they're all," reinforcing the idea of multiple equal lines. No complex wordplay or puns are involved here—just a straightforward reference to a fundamental geometric concept. The answer fits neatly because it’s the only term that describes equal lengths in a circle.