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Area Arean av de tre formerna tillsammans är mellan 15 och 16 kvadrater.GrundläggandeDefinitionUtsträckningen av en tvådimensionell yta i planetStorhetssymbol(er) A {\displaystyle A} (från latin eller engelska area), F {\displaystyle F} , S {\displaystyle S} , Q {\displaystyle Q} EnheterSI-enhetKvadratmeter (m2)SI-dimensionL2CGS-enhetKvadratcentimeter (cm2)CGS-dimensionL2PlanckenhetPlanckareaPlanckdimensionħ·G·c-3Astronomisk dimensionL2Angloamerikansk enhetacre, sq.in., sq.ft., s...
Japanese film director Satsuo YamamotoSatsuo Yamamoto in 1950.Born(1910-07-15)15 July 1910Kagoshima City, JapanDied11 August 1983(1983-08-11) (aged 73)TokyoOccupationFilm directorRelativesKei Yamamoto (nephew) Satsuo Yamamoto (山本 薩夫, Yamamoto Satsuo, 10 July 1910 – 11 August 1983) was a Japanese film director.[1] Yamamoto was born in Kagoshima City. After leaving Waseda University, where he had become affiliated with left-wing groups, he joined the Shochiku film studios...
Untuk kapal lain dengan nama serupa, lihat Kapal Jepang Arashio. Arashio pada 21 Desember 1937 Sejarah Kekaisaran Jepang Nama ArashioDipesan 1934 (tahun fiskal)Pembangun Galangan Kapal KawasakiPasang lunas 1 Oktober 1935Diluncurkan 26 Mei 1937Mulai berlayar 30 Desember 1937Dicoret 1 April 1943Nasib Tenggelam pada 4 Maret 1943 Ciri-ciri umum Kelas dan jenis Kapal perusak kelas-AsashioBerat benaman 2.370 ton panjang (2.408 t)Panjang 111 m (364 ft) (perpendikuler) 115 m (377&...
DC Extended UniverseLogo branding resmi semuamedia DC ComicsDiciptakan olehDC StudiosKarya asliMan of Steel (2013)PemilikWarner Bros. DiscoveryTahun2013–2023Publikasi tercetakNovelDaftar novelKomikDaftar komikFilm dan televisiFilmDaftar filmSeri televisiDaftar seri televisiPermainanTradisionalDaftar permainan videoAudioLagu temaDaftar jalur suara DC Extended Universe adalah waralaba media Amerika dan alam semesta bersama yang berpusat pada serangkaian film pahlawan super dan serial televisi...
Free-living species of nematode C. elegans redirects here. For other uses, see C. elegans (disambiguation). Caenorhabditis elegans An adult hermaphrodite C. elegans worm Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Nematoda Class: Chromadorea Order: Rhabditida Family: Rhabditidae Genus: Caenorhabditis Species: C. elegans Binomial name Caenorhabditis elegans(Maupas, 1900)[1] Subspecies Caenorhabditis elegans var. Bergerac[2] (for instance strain BO...
Transport museum in Bologna, ItalyDucati MuseumMuseo DucatiEstablishedJune 12, 1998[1][2]LocationBologna, ItalyCoordinates44°30′59″N 11°16′03″E / 44.516399°N 11.267574°E / 44.516399; 11.267574TypeTransport museumCollection size33 items,[2] 3,000 square feet (280 m2)[3]CuratorLivio Lodi[4]Websitewww.ducati.com/history/editorials/the_ducati_museum__thrilling_history/index.do The Ducati Museum is a transport museum ...
هانتلي الإحداثيات 40°12′35″N 99°17′31″W / 40.209722222222°N 99.291944444444°W / 40.209722222222; -99.291944444444 [1] تقسيم إداري البلد الولايات المتحدة[2] التقسيم الأعلى مقاطعة هارلان خصائص جغرافية المساحة 0.912285 كيلومتر مربع0.9123 كيلومتر مربع (1 أبريل 2010) ارتفاع ...
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada November 2022. Jan Huitema Anggota Parlemen EropaPetahanaMulai menjabat 1 Juli 2014Daerah pemilihanBelanda Informasi pribadiLahir05 Juli 1984 (umur 39)Heerenveen, BelandaPartai politikPartai Rakyat untuk Kebebasan dan DemokrasiAliansi Liberal dan Demokrat u...
Greek colony of Magna Graecia This article is about the city. For the philosopher, see Hippasus of Metapontum. MetapontumΜεταπόντιονThe theater of Metapontum was built on top of an older ekklesiasterion.Shown within ItalyLocationMetaponto, Province of Matera, Basilicata, ItalyRegionMagna GraeciaCoordinates40°23′00″N 16°49′28″E / 40.38333°N 16.82444°E / 40.38333; 16.82444TypeSettlementArea150 ha (370 acres)[citation needed]HistoryFoun...
Koordinat: 55°44′15.38″N 37°35′24.92″E / 55.7376056°N 37.5902556°E / 55.7376056; 37.5902556 FSUE Russian Agency of International Information «RIA Novosti»(FSUE RAMI «RIA Novosti»)JenisFederal State Unitary EnterpriseIndustriMedia beritaPenerusRussia TodayDidirikanJuni 1941 (1941-06) (sebagai Sovinformburo)Ditutup9 Desember 2013KantorpusatZubovsky Boulvard 4, Moscow, RusiaTokohkunciSvetlana MironyukProdukWire servicePemilikwholly owned by federal go...
This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Indian Indonesian cuisine – news · newspapers · books · scholar · JSTOR (June 2020) (Learn how and when to remove this message) Cuisine of the people of Indian-Indonesians Roti canai and mutton curry, Indian influence on Indonesian cuisine. This article is part...
Regioni dell'Uzbekistan Le regioni dell'Uzbekistan sono la suddivisione territoriale di primo livello del Paese e sono pari a 12; ad esse sono equiordinate la Repubblica del Karakalpakstan e la capitale, Tashkent. Ciascuna regione si articola a sua volta in distretti. Lista Localizzazione Regione Capoluogo Popolazione(2015) Superficie(km²) Regione di Andijan Andijan 2 857 300 4 200 Regione di Bukhara Bukhara 1 785 400 39 400 Regione di Fergana Fergana 3 444...
GABAA PAM, flavonoid 6-Methylapigenin Names IUPAC name 5,7-Dihydroxy-2-(4-hydroxyphenyl)-6-methylchromen-4-one Identifiers CAS Number 5526-57-8 3D model (JSmol) Interactive image PubChem CID 9965615 CompTox Dashboard (EPA) DTXSID70433447 InChI InChI=1S/C16H12O5/c1-8-11(18)6-14-15(16(8)20)12(19)7-13(21-14)9-2-4-10(17)5-3-9/h2-7,17-18,20H,1H3 SMILES CC1=C(C2=C(C=C1O)OC(=CC2=O)C3=CC=C(C=C3)O)O Properties Chemical formula C16H12O5 Molar mass 284.267 g·mol−1 Except where otherwise n...
Species of bird Tacarcuna wood quail Conservation status Least Concern (IUCN 3.1)[1] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Aves Order: Galliformes Family: Odontophoridae Genus: Odontophorus Species: O. dialeucos Binomial name Odontophorus dialeucosWetmore, 1963 The Tacarcuna wood quail (Odontophorus dialeucos) is a species of bird in the family Odontophoridae, the New World quail. It is found in Colombia and Panama.[2]...
Questa voce o sezione sull'argomento pittori svedesi non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Alexander Roslin, Autoritratto, 1790, Malmö, Konstmuseum Alexander Roslin (Malmö, 15 luglio 1718 – Parigi, 5 luglio 1793) è stato un pittore svedese, noto soprattutto come ritrattista. Indice 1 Biografia 1.1 I primi anni e l'inizio della carriera 1.2...
Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article doit être actualisé (septembre 2021). Des passages de cet article ne sont plus d’actualité ou annoncent des événements désormais passés. Améliorez-le ou discutez-en. Vous pouvez également préciser les sections à actualiser en utilisant {{section à actualiser}}.voir cet article du Figaro Mouvement radical Logotype officiel. Présentation Fondation 9 décembre 2017 Fusion de Parti radical ...
家庭でもできる観賞園芸 園芸(えんげい)とは、野菜(蔬菜)、果樹、庭木、花卉(かき)などの栽培またはそのための技術[1][2]。英語のhorticultureの訳語にあたる[3]。 産業としての側面から生産園芸、文化としての側面から鑑賞園芸に区別されることもある[2]。 概説 「園芸」は旧字体では「園藝」と書き、「園」は圃場のこと、「藝」は「植�...
Type of business industry usually conducted over the internet E-commerce Digital content Ebook Software Streaming media Retail goods and services Advertising Auctions Banking DVD-by-mail Distribution Food ordering Grocery Marketplace Pharmacy Ride-hailing Travel Online shopping Comparison shopping Social commerce Trading communities Wallet Mobile commerce Payment Ticketing Customer service Call centre Help desk Live support software E-procurement Purchase-to-pay Super-appsvte E-commerce (elec...
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Zero of the derivative of a function Not to be confused with a fixed point where x = f(x). This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (March 2016) (Learn how and when to remove this message) The stationary points are the red circles. In this graph, they are all relative maxima or relative minima. The blue squares are inflection points. In mathematics, par...