noun
- The average number of binary digits needed to express one radix digit in a numeration system that is not binary; on the average a number that can be expressed in N decimal digits takes 3. 3N binary digits. .
WordNet 3.0 © 2006 by Princeton University
| APA | WordNet. (2010). equivalent-binary-digit factor. Retrieved September 20, 2026, from http://smartdefine.org/equivalent-binary-digit_factor/definitions/1244418 |
| Chicago | WordNet. 2010. "equivalent-binary-digit factor" http://smartdefine.org/equivalent-binary-digit_factor/definitions/1244418 (accessed September 20, 2026). |
| Harvard | WordNet 2010, equivalent-binary-digit factor, Smart Define, viewed 20 September, 2026, <http://smartdefine.org/equivalent-binary-digit_factor/definitions/1244418>. |
| MLA | WordNet. "equivalent-binary-digit factor" 23 October 2010. Web. 20 September 2026. <http://smartdefine.org/equivalent-binary-digit_factor/definitions/1244418> |