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Set of coordinates where the coordinate hypersurfaces all meet at right angles In mathematics, orthogonal coordinates are defined as a set of d coordinates q = ( q 1 , q 2 , … , q d ) {\displaystyle \mathbf {q} =(q^{1},q^{2},\dots ,q^{d})} in which the coordinate hypersurfaces all meet at right angles (note that superscripts are indices, not exponents). A coordinate surface for a particular coordinate qk is the curve, surface, or hypersurface on which qk is a constant. For example, the...

Tàu tuần dương Lützow đang được cho kéo đến Leningrad, tháng 5 năm 1940 Lịch sử Đức Tên gọi LützowĐặt tên theo Ludwig Adolf Wilhelm von LützowXưởng đóng tàu Deschimag, BremenĐặt lườn 8 tháng 2 năm 1937Hạ thủy 7 tháng 1 năm 1939Số phận Chưa hoàn tất, chuyển cho Liên Xô Lịch sử Liên Xô Tên gọi PetropavlovskĐặt tên theo Phong tỏa PetropavlovskTrưng dụng tháng 4 năm 1940Nhập biên chế 15 tháng 8 năm 1941Xu�...

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Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Keraton Kanoman – berita · surat kabar · buku · cendekiawan · JSTORKeraton Kanoman CirebonKaraton KanomanGapura barat pada komplek Lemah duwur di keraton Kanoman (tahun 1920-1933)Location within Kotamadya Cir...

باليارا   الإحداثيات 37°59′11″N 15°21′34″E / 37.98647°N 15.35942°E / 37.98647; 15.35942[1]  [2] تقسيم إداري  البلد إيطاليا[3]  التقسيم الأعلى مقاطعة مسينة  [لغات أخرى]‏ (4 يناير 2016–)  خصائص جغرافية  المساحة 14.48 كيلومتر مربع (9 أكتوبر 2011)[4]  ارتفاع 200...

I najazd mongolski na Polskę Mongolskie najazdy na Polskę Czas styczeń – kwiecień 1241 Miejsce ziemia sandomierska, Małopolska, ziemia łęczycka, ziemia sieradzka, Śląsk Terytorium Polska Przyczyna uderzenie pomocnicze Mongołów na księstwa polskie Wynik przegrana wojsk polskich Strony konfliktu rycerstwo śląskierycerstwo wielkopolskierycerstwo małopolskierycerstwo opolskieTemplariuszeJoanniciKrzyżacy (dyskusyjne) imperium mongolskie Dowódcy Henryk II Pobożny †Bolesław Dy...

The Earl Alexander of Hillsborough Albert Victor Alexander, 1st Earl Alexander of Hillsborough, KG, CH, PC (1 Mei 1885 – 11 Januari 1965) adalah seorang politikus Inggris. Ia tiga kali menjadi First Lord of the Admiralty, termasuk pada Perang Dunia Kedua, dan kemudian Menteri Pertahanan di bawah kepemimpinan Clement Attlee. Referensi Montgomery, B.L., Memoirs , Collins, 1958 Pranala luar Wikimedia Commons memiliki media mengenai A. V. Alexander, 1st Earl Alexan...

Eurovisiesongfestival 2023 Land  Malta Nationale selectie Selectieproces Malta Eurovision SongContest 2022 Deelnemers 40 Datum Kwart finale: 13 januari 2022Kwart finale: 20 januari 2023Kwart finale: 27 januari 2023Kwart finale: 3 februari 2023Halve finale: 9 februari 2023Finale: 11 februari 2023 Artiest The Busker Lied Dance (Our Own Party) The Busker tijdens de repetities in Liverpool. Malta nam deel aan het Eurovisiesongfestival 2023 in Liverpool, in het Verenigd Koninkrijk. Het was de...

Panthalassa mengelilingi Superbenua Pangea selama transisi Paleozoikum-Mesozoikum, sebelum akhirnya pangea terpecah dua benua raksasa, yaitu Laurasia Di belahan bumi utara dan Gondwana di belahan bumi selatan. Pantalassa, juga dikenal sebagai Samudra Pantalassik[1] atau Pantalassan (dari bahasa Yunani, πᾶν dan θάλασσα yang berarti semua lautan) adalah superlautan purba hipotetis yang mengelilingi super Benua Pangaea, dan merupakan nenek moyang dari Samudra Pasifik, terbentu...

City in Belgorod Oblast, Russia For other uses, see Belgorod (disambiguation). 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: Belgorod – news · newspapers · books · scholar · JSTOR (July 2018) (Learn how and when to remove this template message) City in Belgorod Oblast, RussiaBelgorod БелгородCity&#...

Area of the southeastern United States Wiregrass ecosystem on the Gulf Coast Map showing southern Georgia, southeastern Alabama, and the Florida Panhandle. The Wiregrass region, also known as the Wiregrass plains or Wiregrass country, is an area of the Southern United States encompassing parts of southern Georgia, southeastern Alabama, and the Florida Panhandle. The region is named for the native Aristida stricta, commonly known as wiregrass due to its texture.[1] History Ancestors of...

タカラガイの一種であるキイロダカラの貝貨 貝貨（ばいか、かいか[1]）とは貝殻を用いた貨幣である。アジア、アフリカ、オセアニア、アメリカで使われており、特にタカラガイは豊産、繁栄、再生、富などを象徴し、キイロダカラ（Monetaria moneta）とハナビラダカラ（Monetaria annulus）が広範な地域で用いられた[2]。 概要 パプアニューギニアの貝貨 ヤップ島...

You can help expand this article with text translated from the corresponding article in Spanish. (December 2015) Click [show] for important translation instructions. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikipedia. Consider adding a topic to this template: there ar...

Amazon WatchHeadquarters in OaklandFounded1996TypeNon-governmental organizationFocusEnvironmentalism Indigenous rightsLocationOakland, United StatesArea served Amazon BasinKey peopleLeila Salazar-Lopez, executive directorRevenue US$ 1,485,169 (2012)Websiteamazonwatch.org Part of a series onIndigenous rights Rights Ancestral domain Intellectual property Land rights Language Traditional knowledge Treaty rights Water and sanitation Protection Governmental organizations ACHPR AID Arctic Council B...

Timothy HopkinsBornTimothy Nolan1859 (1859)Augusta, Maine, USDiedJanuary 1, 1936(1936-01-01) (aged 76–77)San Francisco, California, USNationalityAmerican Timothy Hopkins (1859 – 1 January 1936) was the adopted son of Central Pacific Railroad co-owner Mark Hopkins' widow, Mary Hopkins, and friend of another co-owner Leland Stanford and his wife, Jane. He was one of the founders of Palo Alto and a trustee of Stanford University for over 50 years. His estate is now the site of ...

السفارة الأمريكية في القدس الولايات المتحدة إسرائيل الإحداثيات 31°44′52″N 35°13′29″E / 31.74778°N 35.22472°E / 31.74778; 35.22472 البلد إسرائيل  المكان القدس العنوان 14 شارع ديفيد فلوسر - حي ارنونا [1] السفير ديفيد إم فريدمان منذ 29 مارس 2017 الموقع الالكتروني il.usembassy.gov تعديل مصدري - تع...

Species of tree Lolly bush tree at Mount Archer National Park, Australia Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Lamiales Family: Lamiaceae Genus: Clerodendrum Species: C. floribundum Binomial name Clerodendrum floribundumR.Br. Clerodendrum floribundum, known as the lolly bush or smooth clerodendrum, is a shrub or tree found in Australia and New Guinea. The habitat is in or at the margins of coastal rainfor...

В Википедии есть статьи о других людях с фамилиями Лопатин и Барт. Бруно Германович Лопатин-Барт Имя при рождении Бруно Германович Барт Полное имя Бруно Германович Барт (Лопатин-Барт) Дата рождения 6 февраля 1877 года Место рождения Париж Дата смерти 18 июня 1938(1938-06-18) (61 ...

Range of hills in Worcestershire A view from the top of Bilberry Hill The Lickey Hills (known locally as simply The Lickeys) are a range of hills in Worcestershire, England, 11 miles (18 km) to the south-west of the centre of Birmingham near the villages of Lickey, Cofton Hackett and Barnt Green. The hills are a popular country park area and they afford panoramic views over much of the surrounding countryside. Ownership The hills had been a royal hunting reserve belonging to the Manor of...

Untuk pengertian limit secara umum dalam matematika, lihat Limit (matematika).Limit barisan keliling segibanyak segi-n beraturan yang melilit bagian luar lingkaran satuan sama dengan keliling lingkaran, yaitu 2 π r {\displaystyle 2\pi r} . Barisan keliling segibanyak beraturan yang menyinggung bagian dalam lingkaran pun menuju limit yang sama. n n sin(1/n) 1 0.841471 2 0.958851 ... 10 0.998334 ... 100 0.999983 Semakin bilangan bulat positif n {\displaystyle n} membesar tanpa batas...