dérivable
\de.ʁi.vabl\
The verdict
“dérivable” is uncommon French (outside the top frequency list), classed as an adjective. The kind of spelling people second-guess.
- Unranked
- below top-frequency French
- 9
- letters
According to Wiktionary data (CC BY-SA, analyzed September 3, 2026) - Qui admet une dérivée.
Corpus desk
Index FR-derivable · dérivable · French
dérivable · unranked · 0 variants · 0 confusables
- FREQ-UNRANKED Unranked
- LEN-LONG 9 letters
- VOW-4 4 vowels
- CONFUS-0 No pairs
- VAR-0 0 variants
- BOOK-THIN "D" thin
- PHOTO-UNK Peer pending
Desk codes from Wiktionary headword shape, FrequencyWords rank tier, confusable-pair count, generated misspelling depth, letter-cohort book size, and photo-finish peer. Not a difficulty grade.
| Property | Value |
|---|---|
| Headword | dérivable |
| Language | French |
| Part of speech | Adjective |
| IPA | \de.ʁi.vabl\ |
| Letters | 9 |
| Misspellings tracked | 0 |
| Confusable pairs | 0 |
| Source | Wiktionary (kaikki.org) |
Longue queue: rang de « dérivable » en français
Rare enough to double-check
dérivable is uncommon French outside the top frequency list, classed as anadjective, transcribed \de.ʁi.vabl\. Rarity is why readers land here mid-draft. 2 senses are on record.
Zero misspellings are on record for dérivable in our index, typically a sign the spelling maps closely to how the word sounds. No close-neighbour confusable shows up for this headword in our dataset, which typically means the spelling is too distinctive to be mistaken for another word.
This headword's origin isn't recorded in our source data, so its spelling is best read as a straightforward mapping from sound to letter. The correct French form is dérivable, spelled D-É-R-I-V-A-B-L-E.
Definition
- 1Qui admet une dérivée.
- 2Qui permet une dérivation.
Recorded use
Wiktionary examplesThese source excerpts show how dérivable appears in context. They illustrate usage; the definition above remains the entry’s reference meaning.
Si une fonction f inversible est dérivable et de dérivée non nulle, la fonction inverse f⁻¹ est dérivable et l'on a : […].
Une fonction réelle d'une variable réelle est dérivable en un point si, et seulement si, elle admet une dérivée en ce point. Elle est dérivable sur un intervalle si, et seulement si, elle admet une dérivée en tout point de cet intervalle.
Antonyms
This word in other languages
Definitions, pronunciation, and etymology for this entry are drawn from Wiktionary via the kaikki.org structured extract (CC BY-SA). See the methodology for how each field is sourced and updated.