Read other articles:

Simbol aritmetika dasar. Aritmetika dasar (Aritmetika elementer; Inggris: Elementary arithmeticcode: en is deprecated ) adalah bagian yang disederhanakan dari aritmetika yang memuat operasi penjumlahan, pengurangan, perkalian, dan pembagian. Tidak sama dengan aritmetika fungsi elementer. Artimetika dasar dimulai dengan bilangan asli dan simbol-simbol tertulis untuk (digit) yang mewakilinya. Proses penggabungan sepasang bilangan-bilangan dengan empat operasi dasar secara tradisional bergantung...

Below is a list of philosophy articles from D-H.Part of a series onPhilosophy  Philosophy portal Contents Outline Lists Glossary History Categories Disambiguation Philosophies By period Ancient Ancient Egyptian Ancient Greek Medieval Renaissance Modern Contemporary Analytic Continental By region African Egypt Ethiopia South Africa Eastern philosophy Chinese Indian Indonesia Japan Korea Vietnam Indigenous American Aztec philosophy Middle Eastern philosophy Iranian Western American Br...

Halaman ini berisi artikel tentang diplomat, penulis dan politikus Inggris. Untuk mantan pejabat American Central Intelligence Agency dan mata-mata untuk Rusia, lihat Harold James Nicholson. Sir Harold NicolsonKCVO CMG Anggota Parlemen untuk Leicester WestMasa jabatan14 November 1935 – 5 Juli 1945 PendahuluErnest Harold PickeringPenggantiBarnett Janner Informasi pribadiLahirHarold George Nicolson(1886-11-21)21 November 1886Tehran, Kekaisaran PersiaMeninggal1 Mei 1968(1968-05-01...

Chemical compound SC-8109Clinical dataOther names19-Norspirolactone; 19-Nor-17α-(2-carboxyethyl)testosterone γ-lactone; 3-Oxo-17β-hydroxyestr-4-ene-17-propanoic acid lactone; 17-Hydroxy-3-oxo-19-Nor-17α-pregn-4-ene-21-carboxylic acid γ-lactoneIdentifiers IUPAC name (8R,9S,10R,13S,14S,17R)-13-Methylspiro[1,2,6,7,8,9,10,11,12,14,15,16-dodecahydrocyclopenta[a]phenanthrene-17,5'-oxolane]-2',3-dione CAS Number1722-54-9PubChem CID168943ChemSpider147774Chemical and physical dataFormulaC21H28O3M...

@Opdire657: ما وجه الاختلاف بين القالبين : {{دول آسيا}} {{آسيا}} عنتدول وتبعيات آسيادول ذات سيادة أفغانستان أرمينيا أذربيجان البحرين بنغلاديش بوتان بروناي كمبوديا الصين قبرص مصر جورجيا الهند إندونيسيا إيران العراق إسرائيل اليابان الأردن كازاخستان كوريا الشمالية كوريا الجنوبية �...

This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Hemmat Expressway Isfahan – news · newspapers · books · scholar · JSTOR (October 2014) (Learn how and when to remove this template message) This article is about expressway in Isfahan. For the expressway with the same name in Tehran, see Hemmat Expressway. Hemmat Expressway...

Israeli violinist, violist, and conductor Maxim VengerovМаксим Александрович ВенгеровBackground informationBirth nameMaxim Alexandrovich VengerovBorn (1974-08-20) 20 August 1974 (age 49)Novosibirsk, Russian SFSR, Soviet Union[1][2]Genres Classical Chamber music Occupation(s) Musician Conductor Professor Instrument(s)Violin, ViolaYears active1984–presentLabels Teldec EMI Classics VMV (Vengerov Music Vision) Websitewww.nfbm.com/maxim-vengerov/Mu...

Pour les articles homonymes, voir Robbins. Jerome Robbins Jerome Robbins dans Three Virgins and a Devil, photographié en 1941 par Carl van Vechten Données clés Nom de naissance Jerome Rabinowitz Naissance 11 octobre 1918 New York aux États-Unis Décès 29 juillet 1998 (à 79 ans) New York aux États-Unis Lieux de résidence New York Activité principale Chorégraphe, danseur Style Danse moderne, comédie musicale Lieux d'activité New York Années d'activité 1939-1989 Collaboration...

الدَّولَةُ الزِّنكِيَّةُ الدولة الأتابكيَّة - الإمارة الزنكيَّة     1127 – 1250   السَّواد، وهو شعارُ بني العبَّاس في بغداد،[1] اتخذه الزنكيُّون رايةً لِلدلالة على تبعيَّتهم لِلخلافة العبَّاسيَّة الدولة الزنكيَّة في أقصى امتدادها في عهد الملك العادل نور الد�...

An example of a railroad wedge plow The wedge plow or Bucker plow was first developed by railroad companies to clear snow in the American West. The wedge plow forces snow to the sides of the tracks and therefore requires a large amount of force due to the compression of snow. The wedge plow is still in use today in combination with the high-maintenance rotary snowplow. Function Three features are required for optimum performance: The plow has a smooth surface so snow will slide over the plow ...

Coppa Europa di sci alpino 1988 Uomini Donne Vincitori Generale Konrad Walk Petra Bernet Discesa libera Xavier Gigandet Barbara Sadleder Supergigante Walter Gugele Petra Bernet Slalom gigante Konrad Walk Sandra Burn Slalom speciale Christian Orlainsky Camilla Lundbäck 1987 1989 La Coppa Europa di sci alpino 1988 fu la 17ª edizione della manifestazione organizzata dalla Federazione Internazionale Sci. In campo maschile l'austriaco Konrad Walk si aggiudicò sia la classifica generale, sia qu...

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: Komune model pemerintahan – berita · surat kabar · buku · cendekiawan · JSTOR (Oktober 2020) Halaman ini berisi artikel tentang model pemerintahan sosialis. Untuk sekelompok orang yang berbagi kehidupan ...

Stimulant drug HDMP-28Legal statusLegal status CA: Schedule III DE: NpSG (Industrial and scientific use only) UK: Class B Identifiers IUPAC name Methyl (naphthalen-2-yl)(piperidin-2-yl)acetate CAS Number231299-82-4 N 219915-69-2 (HCl)PubChem CID9817261ChemSpider7993011 NUNIIT52Y9T2U0WChemical and physical dataFormulaC18H21NO2Molar mass283.371 g·mol−13D model (JSmol)Interactive imageInteractive image SMILES O=C(OC)[C@H](C1=CC2=C(C=C1)C=CC=C2)[C@]3([H])CCCCN3O=C...

تربية إعلاميةصنف فرعي من مهارة — media literacy (en) جزء من علم التربية — دراسات الإعلام تعديل - تعديل مصدري - تعديل ويكي بيانات التربية الإعلامية[1][2] أو الدِراية بوَسائِل الاِتِصال[3][4] أو معرفة القراءة والكتابة الإعلامية[5] (بالإنجليزية: Media literacy)‏ حيثُ تشمل ال...

British actor and playwright (1869–1922) Henry V. EsmondEsmond in the 1910sBornHarry Esmond Jack(1869-11-30)30 November 1869EnglandDied17 April 1922(1922-04-17) (aged 52)Paris, FranceOccupationsActorplaywrightSpouse Eva Moore ​(m. 1891)​Children3, including Jill Esmond Henry Vernon Esmond (30 November 1869 – 17 April 1922) was a British actor and playwright.[1][2] Biography Esmond was born Harry Esmond Jack in Hampton Court, Middlesex,...

ANOPS 101 ANOPS (пол. Analizator Okresowych Przebiegów Szumowych, Анализатор периодических сигналов шума) — серия польских специализированных компьютеров, предназначенных для оказания помощи при проведении биомедицинских испытаний и исследований[1]. Компьютеры собирались на кафедре элек...

Dick TamimiLahirMohammad Sidiq Tamimi13 Februari 1922Karawang, Jawa Barat, Hindia BelandaMeninggal16 Februari 1978Padamaran, Ogan Komering Ulu, Sumatera Selatan, IndonesiaKebangsaanIndonesiaPekerjaanMiliter, pengusahaDikenal atasPejuang kemerdekaan IndonesiaOrang tuaMohamad Tamimi (ayah)Maswarijet (ibu) Mohammad Sidik Tamimi, atau yang lebih populer dengan nama Dick Tamimi (13 Februari 1922 – 16 Februari 1978) adalah seorang militer serta pejuang kemerdekaan dan pengusaha Ind...

South Korean actress (born 1996) In this Korean name, the family name is Shin. Shin Su-hyunShin Su-hyun in 2018Born (1996-02-27) February 27, 1996 (age 28)South KoreaOccupationActressYears active2017–presentAgentSublimeKorean nameHangul신수현Revised RomanizationSin Su-hyeonMcCune–ReischauerSin Su-hyŏn Shin Su-hyun (born February 27, 1996)[1] is a South Korean actress. She is best known for her role in Duty After School (2023). She is also known for participating in M...

1324 rime book by Zhou Deqing 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: Zhongyuan Yinyun – news · newspapers · books · scholar · JSTOR (November 2014) (Learn how and when to remove this message) Table of rimes No. Name Pinyin name Final 1 東鍾 Dōng-Zhōng -ung 2 江陽 Jiāng-Yáng -ang 3 支思 Zh�...

台灣日治時期的行政區劃，指台灣於1895年至1945年間的地方行政區劃，從最初的三縣一廳到最後的五州三廳，共經歷十次的更動，大致可分為縣治時期、廳制時期和州制時期。其中尤其以1920年後州廳制持續的時間最長，亦超過日治時期一半的時間，在相當程度上影響了台灣戰後時期的行政區劃。 另外，隨著1920年州郡街庄的新地名規劃與命名，部分台灣舊地名也隨之更動。�...