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Untuk kegunaan lain, lihat Septik (disambiguasi). Grafik polinomial berderajat tujuh mempunyai tujuh akar real dan mempunyai enam titik kritis. Dalam aljabar, persamaan septik (bahasa Inggris: septic equation) adalah persamaan dari bentuk a x 7 + b x 6 + c x 5 + d x 4 + e x 3 + f x 2 + g x + h = 0 , {\displaystyle ax^{7}+bx^{6}+cx^{5}+dx^{4}+ex^{3}+fx^{2}+gx+h=0,\,} dengan a ≠ 0. Persamaan ini dapat diperoleh dengan menetapkan fungsi septik sama dengan nol, dalam artian f(x) = 0. Fungsi...

Giovanni Domenico CassiniNama dalam bahasa asli(it) Giovanni Domenico Cassini BiografiKelahiran8 Juni 1625 Perinaldo (en) Kematian14 September 1712 (87 tahun)Paris   Direktur Paris Observatory, PSL University (en)1671 – 1712 Data pribadiPendidikanUniversitas Bologna Panzano Observatory (en) KegiatanPenasihat doktoralGiovanni Battista Riccioli dan Francesco Maria Grimaldi SpesialisasiAstronomi PekerjaanSelenographer (en), surveyor (en), matematikawan, astronom, insinyur, ...

Japanese manga and anime series This article is about the manga. For its film adaptation, see Nisekoi (film). NisekoiCover of the first manga volume featuring Kosaki Onodera, Raku Ichijo and Chitoge KirisakiニセコイGenreHarem[1]Romantic comedy[2] MangaWritten byNaoshi KomiPublished byShueishaEnglish publisherNA: Viz MediaImprintJump ComicsMagazineWeekly Shōnen JumpEnglish magazineNA: Weekly Shonen JumpDemographicShōnenOriginal runNovember 7, 2011 – August 8, ...

Квентин Массейс Уродливая герцогиня. ок. 1513 англ. Amorfus Woman[1] Дерево, масло. 62,4 × 45,5 см Национальная галерея, Лондон (инв. NG5769)  Медиафайлы на Викискладе «Уродливая герцогиня» — картина Квентина Массейса, хранящаяся в Лондонской национальной галере�...

Giuseppe Garibaldi (C 551)La portaeromobili Giuseppe Garibaldi in navigazione nell'Oceano AtlanticoDescrizione generale Tipoincrociatore portaeromobiliportaerei leggera (STOVL) - antisommergibile[1] Classeunica In servizio con Marina Militare Identificazione551Indicativo di chiamata radio ITU: IAIQ(India-Alfa-India-Quebec) Ordine21 novembre 1977 CostruttoriItalcantieri CantiereMonfalcone (GO), Italia Impostazione26 marzo 1981 Varo4 giugno 1983 MadrinaFlavia Donata Solvetti in Gari...

Sasis Honda FCX. Sasis atau rangka adalah kerangka internal yang menjadi dasar produksi sebuah objek, sebagai penyokong bagian-bagian seperti mesin atau alat elektronik objek tersebut. Sasis dapat dianalogikan dengan kerangka tulang pada binatang. Pada kendaraan bermotor seperti mobil dan kendaraan niaga seperti bus, sasis terdiri dari kerangka bagian bawah mobil, roda, transmisi, sistem suspensi, dan mesin. Pada kendaraan tempur lapis baja, sasis dapat terdiri dari bagian bawah badan kendara...

Сибирский горный козёл Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:СинапсидыКла�...

1814 battle during the War of the Sixth Coalition Battle of BriennePart of the Campaign of France of the Sixth CoalitionNapoleon was nearly taken by the Cossacks after the battle, but was saved by French general Gaspard Gourgaud.Date29 January 1814[1]LocationBrienne-le-Château, French Empire48°23′29″N 04°31′15″E / 48.39139°N 4.52083°E / 48.39139; 4.52083Result French victory[2]Belligerents France Prussia Russia Commanders and leaders Napole...

  此条目页的主題是香港九龍的渡船街。关于其他地方的同名街道，請見「渡船街」。 Ferry Street渡船街渡船街與西九龍走廊的交匯路段，此段連同渡船街天橋隸屬於5號幹線。命名緣由命名文件：1941年10月24日憲報第1260號政府公告、1947年5月23日憲報第431號政府公告、1975年3月14日憲報第585號政府公告、2020年10月16日憲報第5984號政府公告命名日期1941年10月24日[1]道路...

Computer model of the necking of an aluminum rod under tension. Colors indicate temperature increase due to plastic heating. Calculation performed with the Emu computer code using peridynamic state-based framework.Peridynamics is a non-local formulation of continuum mechanics that is oriented toward deformations with discontinuities, especially fractures. Originally, bond-based peridynamic has been introduced,[1] wherein, internal interaction forces between a material point and all th...

American baseball player (born 1989) Not to be confused with the vocalist Steve Souza. Baseball player Steven Souza Jr.Souza with the Tampa Bay Rays in 2017Right fielderBorn: (1989-04-24) April 24, 1989 (age 35)Everett, Washington, U.S.Batted: RightThrew: RightMLB debutApril 13, 2014, for the Washington NationalsLast MLB appearanceMay 19, 2022, for the Seattle MarinersMLB statisticsBatting average.229Home runs72Runs batted in207 Teams Washington Nationals (2...

2020年夏季奥林匹克运动会波兰代表團波兰国旗IOC編碼POLNOC波蘭奧林匹克委員會網站olimpijski.pl（英文）（波兰文）2020年夏季奥林匹克运动会（東京）2021年7月23日至8月8日（受2019冠状病毒病疫情影响推迟，但仍保留原定名称）運動員206參賽項目24个大项旗手开幕式：帕维尔·科热尼奥夫斯基（游泳）和马娅·沃什乔夫斯卡（自行车）[1]闭幕式：卡罗利娜·纳亚（皮划艇）&#...

2021 film by Mohan G Not to be confused with Rudra Thandavam (1978 film). Rudra ThandavamTheatrical release posterDirected byMohan G. KshatriyanWritten byMohan G. KshatriyanProduced byMohan G. KshatriyanStarringRichard RishiGautham Vasudev MenonDharsha GuptaCinematographyFarook J. BashaEdited byDevaraj S.Music byJubinProductioncompaniesGM Film Corporation and 7G FilmsRelease date 1 October 2021 (2021-10-01) CountryIndiaLanguageTamil Rudra Thandavam (transl.  Violent dance...

Geographical features of Scotland Geography of ScotlandContinentEuropeRegionBritish IslesArea • Total80,231 km2 (30,977 sq mi) • Land97% • Water3%Coastline11,796 km (7,330 mi)BordersEngland154 km (96 mi)Highest pointBen Nevis1,346 m (4,416 ft)Lowest pointAtlantic Ocean, 0 mLongest riverRiver Tay188 km (117 mi)Largest lakeLoch Lomond 71.3 km2 (27.5 sq mi)ClimateTemperate, Subarctic, Tundra...

The White Doe of Rylstone by John William Inchbold The White Doe of Rylstone; or, The Fate of the Nortons is a long narrative poem by William Wordsworth, written initially in 1807–08, but not finally revised and published until 1815. It is set during the Rising of the North in 1569 and combines historical and legendary subject-matter. It has attracted praise from some critics, but has never been one of Wordsworth's more popular poems. Synopsis The White Doe of Rylstone opens outside Bolton...

Attorney General of Wisconsin Josh Kaul45th Attorney General of WisconsinIncumbentAssumed office January 7, 2019GovernorTony EversPreceded byBrad Schimel Personal detailsBornJoshua Lautenschlager Kaul (1981-02-02) February 2, 1981 (age 43)Pittsburgh, Pennsylvania, U.S.Political partyDemocraticRelativesPeg Lautenschlager (mother)EducationYale University (BA)Stanford University (JD) Joshua Lautenschlager Kaul (born February 2, 1981) is an American lawyer, politician and member of the D...

CastelfranciKomuneComune di CastelfranciLokasi Castelfranci di Provinsi AvellinoNegaraItaliaWilayah CampaniaProvinsiAvellino (AV)Luas[1] • Total11,69 km2 (4,51 sq mi)Ketinggian[2]450 m (1,480 ft)Populasi (2016)[3] • Total2.104 • Kepadatan180/km2 (470/sq mi)Zona waktuUTC+1 (CET) • Musim panas (DST)UTC+2 (CEST)Kode pos83040Kode area telepon0827Situs webhttp://www.comune.castelfranci.av.it ...

Pour les articles homonymes, voir Marion Jones et Jones. Marion Jones Au Meeting Gaz de France 2006. Informations Disciplines 100 m, 200 m, saut en longueur Période d'activité Retraite sportive Nationalité Américaine Naissance 12 octobre 1975 (48 ans) Los Angeles Taille 1,78 m (5′ 10″) Masse 68 kg (150 lb) Distinctions • Trophée IAAF de l'athlète de l'année en 1997, 1998 et 2000• Trophée Track and Field de l'athlète de l'année en 1997 et 1998 Palmar...

Pushing TinPoster rilis layar lebarSutradaraMike NewellProduserArt LinsonDitulis olehDarcy Frey (artikel)[1]Glen Charles (skenario)Les Charles (skenario)Pemeran John Cusack Billy Bob Thornton Cate Blanchett Angelina Jolie Jake Weber Penata musikAnne DudleyChris SeefriedSinematograferGale TattersallPenyuntingJon GregoryPerusahaanproduksiRegency EnterprisesDistributor20th Century FoxTanggal rilis 23 April 1999 (1999-04-23) Durasi124 menitNegaraAmerika SerikatBahasaInggrisAngg...

Features that do not change if length or energy scales are multiplied by a common factor The Wiener process is scale-invariant In physics, mathematics and statistics, scale invariance is a feature of objects or laws that do not change if scales of length, energy, or other variables, are multiplied by a common factor, and thus represent a universality. The technical term for this transformation is a dilatation (also known as dilation). Dilatations can form part of a larger conformal symmetry. ...