ὑποτείνουσα: Difference between revisions
γλῶσσα μὲν ἀνόστεος, ὀστέα δὲ θλάττει → angry words are bullets, many words hurt more than swords, one can kill with a word, one can kill with words, pen is mightier than the sword, the pen is mightier than the sword, tongue is not steel, tongue is sharper than any sword, tongue wounds more than a lance, word can hurt, word can kill, words are bullets, words are the greatest weapon, words are the new weapons, words are weapons, words can hurt, words can hurt more than swords, words can kill, words cut deeper than a knife, words cut deeper than any sword
(Created page with "==Wikipedia EN== In geometry, a hypotenuse is the longest side of a right-angled triangle, the side opposite the right angle. The length of the hypotenuse can be found...") |
m (Text replacement - "(?s)(==Wikipedia EN==)(\n)(.*)(\n[{=])" to "{{wkpen |wketx=$3 }}$4") |
||
| (One intermediate revision by the same user not shown) | |||
| Line 1: | Line 1: | ||
= | {{wkpen | ||
In geometry, a [[hypotenuse]] is the longest side of a right-angled [[triangle]], the side opposite the right angle. The length of the hypotenuse can be found using the Pythagorean theorem, which states that the square of the length of the hypotenuse equals the sum of the squares of the lengths of the other two sides. For example, if one of the other sides has a length of 3 (when squared, 9) and the other has a length of 4 (when squared, 16), then their squares add up to 25. The length of the hypotenuse is the square root of 25, that is, 5. | |wketx=In geometry, a [[hypotenuse]] is the longest side of a right-angled [[triangle]], the side opposite the right angle. The length of the hypotenuse can be found using the Pythagorean theorem, which states that the square of the length of the hypotenuse equals the sum of the squares of the lengths of the other two sides. For example, if one of the other sides has a length of 3 (when squared, 9) and the other has a length of 4 (when squared, 16), then their squares add up to 25. The length of the hypotenuse is the square root of 25, that is, 5. | ||
}} | |||
{{grml | {{grml | ||
|mltxt=υποτείνουσα, η / [[ὑποτείνουσα]], ΝΑ<br /><b>μαθημ.</b> η [[πλευρά]] ενός ορθογώνιου τριγώνου που βρίσκεται [[απέναντι]] από την ορθή [[γωνία]].<br />[<b><span style="color: brown;">ΕΤΥΜΟΛ.</span></b> Ουσιαστικοποιημένος τ. της μτχ. ενεργ. ενεστ. του [[ὑποτείνω]]. | |mltxt=υποτείνουσα, η / [[ὑποτείνουσα]], ΝΑ<br /><b>μαθημ.</b> η [[πλευρά]] ενός ορθογώνιου τριγώνου που βρίσκεται [[απέναντι]] από την ορθή [[γωνία]].<br />[<b><span style="color: brown;">ΕΤΥΜΟΛ.</span></b> Ουσιαστικοποιημένος τ. της μτχ. ενεργ. ενεστ. του [[ὑποτείνω]]. | ||
}} | }} | ||
= | {{trml | ||
ar: وتر; ast: hipotenusa; az: hipotenuz; bar: hüpotenusn; be: гіпатэнуза; bn: অতিভুজ; bs: hipotenuza; ca: hipotenusa; ckb: ژێ; co: iputenusa; cy: hypotenws; de: Hypotenuse; en: hypotenuse; eo: hipotenuzo; es: hipotenusa; et: hüpotenuus; eu: hipotenusa; fa: وتر; fr: hypoténuse; gl: hipotenusa; he: יתר; hi: कर्ण; hu: átfogó; hy: ներքնաձիգ; id: hipotenusa; io: hipotenuzo; is: langhlið; it: ipotenusa; iu: ᑭᑉᐹᕆᑦᑑᔭᒥᒃ ᑎᕆᖅᖁᓕᐅᑉ ᐊᑭᐊᓃᑦᑐᖅ ᓯᓇᕐᔪᒃ; ja: 斜辺; ka: ჰიპოტენუზა; kbd: гипотенузэ; kk: гипотенуза; km: អ៊ីប៉ូតេនុស; ko: 빗변; ky: гипотенуза; la: hypotenusa; lv: hipotenūza; mhr: гипотенузо; mk: хипотенуза; ml: കർണ്ണം; mn: гипотенуз; nds: hypotenuse; nl: hypotenusa; nn: hypotenus; no: hypotenus; pt: hipotenusa; qu: kinray manya; ro: ipotenuză; ru: гипотенуза; sco: hypotenuse; simple: hypotenuse; sk: prepona; sl: hipotenuza; so: shakaal; sr: хипотенуза; sv: hypotenusa; ta: செம்பக்கம்; tg: гипотенуза; th: ด้านตรงข้ามมุมฉาก; tl: gilis; tr: hipotenüs; uk: гіпотенуза; uz: gipotenuza; wuu: 斜边; yi: היפאטענוז; zh_yue: 斜邊; zh: 斜邊 | |trtx=ar: وتر; ast: hipotenusa; az: hipotenuz; bar: hüpotenusn; be: гіпатэнуза; bn: অতিভুজ; bs: hipotenuza; ca: hipotenusa; ckb: ژێ; co: iputenusa; cy: hypotenws; de: Hypotenuse; en: hypotenuse; eo: hipotenuzo; es: hipotenusa; et: hüpotenuus; eu: hipotenusa; fa: وتر; fr: hypoténuse; gl: hipotenusa; he: יתר; hi: कर्ण; hu: átfogó; hy: ներքնաձիգ; id: hipotenusa; io: hipotenuzo; is: langhlið; it: ipotenusa; iu: ᑭᑉᐹᕆᑦᑑᔭᒥᒃ ᑎᕆᖅᖁᓕᐅᑉ ᐊᑭᐊᓃᑦᑐᖅ ᓯᓇᕐᔪᒃ; ja: 斜辺; ka: ჰიპოტენუზა; kbd: гипотенузэ; kk: гипотенуза; km: អ៊ីប៉ូតេនុស; ko: 빗변; ky: гипотенуза; la: hypotenusa; lv: hipotenūza; mhr: гипотенузо; mk: хипотенуза; ml: കർണ്ണം; mn: гипотенуз; nds: hypotenuse; nl: hypotenusa; nn: hypotenus; no: hypotenus; pt: hipotenusa; qu: kinray manya; ro: ipotenuză; ru: гипотенуза; sco: hypotenuse; simple: hypotenuse; sk: prepona; sl: hipotenuza; so: shakaal; sr: хипотенуза; sv: hypotenusa; ta: செம்பக்கம்; tg: гипотенуза; th: ด้านตรงข้ามมุมฉาก; tl: gilis; tr: hipotenüs; uk: гіпотенуза; uz: gipotenuza; wuu: 斜边; yi: היפאטענוז; zh_yue: 斜邊; zh: 斜邊 | ||
}} | |||
Latest revision as of 11:35, 13 October 2022
Wikipedia EN
In geometry, a hypotenuse is the longest side of a right-angled triangle, the side opposite the right angle. The length of the hypotenuse can be found using the Pythagorean theorem, which states that the square of the length of the hypotenuse equals the sum of the squares of the lengths of the other two sides. For example, if one of the other sides has a length of 3 (when squared, 9) and the other has a length of 4 (when squared, 16), then their squares add up to 25. The length of the hypotenuse is the square root of 25, that is, 5.
Greek Monolingual
υποτείνουσα, η / ὑποτείνουσα, ΝΑ
μαθημ. η πλευρά ενός ορθογώνιου τριγώνου που βρίσκεται απέναντι από την ορθή γωνία.
[ΕΤΥΜΟΛ. Ουσιαστικοποιημένος τ. της μτχ. ενεργ. ενεστ. του ὑποτείνω.
Translations
ar: وتر; ast: hipotenusa; az: hipotenuz; bar: hüpotenusn; be: гіпатэнуза; bn: অতিভুজ; bs: hipotenuza; ca: hipotenusa; ckb: ژێ; co: iputenusa; cy: hypotenws; de: Hypotenuse; en: hypotenuse; eo: hipotenuzo; es: hipotenusa; et: hüpotenuus; eu: hipotenusa; fa: وتر; fr: hypoténuse; gl: hipotenusa; he: יתר; hi: कर्ण; hu: átfogó; hy: ներքնաձիգ; id: hipotenusa; io: hipotenuzo; is: langhlið; it: ipotenusa; iu: ᑭᑉᐹᕆᑦᑑᔭᒥᒃ ᑎᕆᖅᖁᓕᐅᑉ ᐊᑭᐊᓃᑦᑐᖅ ᓯᓇᕐᔪᒃ; ja: 斜辺; ka: ჰიპოტენუზა; kbd: гипотенузэ; kk: гипотенуза; km: អ៊ីប៉ូតេនុស; ko: 빗변; ky: гипотенуза; la: hypotenusa; lv: hipotenūza; mhr: гипотенузо; mk: хипотенуза; ml: കർണ്ണം; mn: гипотенуз; nds: hypotenuse; nl: hypotenusa; nn: hypotenus; no: hypotenus; pt: hipotenusa; qu: kinray manya; ro: ipotenuză; ru: гипотенуза; sco: hypotenuse; simple: hypotenuse; sk: prepona; sl: hipotenuza; so: shakaal; sr: хипотенуза; sv: hypotenusa; ta: செம்பக்கம்; tg: гипотенуза; th: ด้านตรงข้ามมุมฉาก; tl: gilis; tr: hipotenüs; uk: гіпотенуза; uz: gipotenuza; wuu: 斜边; yi: היפאטענוז; zh_yue: 斜邊; zh: 斜邊
