equidistant
التعريفات والمعاني
== English ==
=== Alternative forms ===
æquidistant (archaic)
=== Etymology ===
From Middle French équidistant, from Late Latin aequidistantem, from aequī (“equal”) + distantem (“distant”). By surface analysis, equi- + distant.
=== Pronunciation ===
(UK) IPA(key): /ˌɛk.wɪˈdɪs.tənt/, /ˌiː.kwɪˈdɪs.tənt/
(US) IPA(key): /ˌi.kwəˈdɪs.tənt/
=== Adjective ===
equidistant (not comparable)
Occupying a position midway between two ends or sides.
Occupying a position that is an equal distance between several points. Note that in a one-dimensional space this position can be identified with two points, in a two-dimensional space with three points (not on the same straight line), and in a three-dimensional space with four points (not in the same plane).
(cartography) Describing a map projection that preserves scale. No map can show scale correctly throughout the entire map but some can show true scale between one or two points and every point or along every meridian and these are referred to as equidistant.
==== Derived terms ====
equidistant curve
equidistantly
inequidistant
nonequidistant
==== Translations ====
=== Further reading ===
“equidistant”, in Lexico, Dictionary.com; Oxford University Press, 2019–2022.
== Catalan ==
=== Etymology ===
Borrowed from Latin aequidistantem.
=== Pronunciation ===
IPA(key): (Central) [ə.ki.ðisˈtan]
IPA(key): (Balearic) [ə.ki.ðisˈtant]
IPA(key): (Valencia) [e.ki.ðisˈtant]
=== Adjective ===
equidistant m or f (masculine and feminine plural equidistants)
equidistant
==== Related terms ====
distant
=== Further reading ===
“equidistant”, in Diccionari de la llengua catalana [Dictionary of the Catalan Language] (in Catalan), second edition, Institute of Catalan Studies [Catalan: Institut d'Estudis Catalans], April 2007
== Dutch ==
=== Etymology ===
Borrowed from French équidistant, from Latin aequidistāns.
=== Pronunciation ===
IPA(key): /ˌeː.kʋi.dɪsˈtɑnt/
Hyphenation: equi‧dis‧tant
Rhymes: -ɑnt
=== Adjective ===
equidistant (not comparable)
equidistant
==== Declension ====
==== Derived terms ====
equidistantie