Örnek uzayı

İstatistik dizisinin bir parçası
Olasılık teorisi

Örnek uzayı, bir deneyin tüm olabilir sonuçlarının kümesidir. (S) ile gösterilir. Örnek uzayın bir elemanına örnek veya örnek nokta denir[1]. Deneme, birden fazla sonucun mümkün olduğu süreç ve prosedürdür. Örnek uzayı, bir denemenin S sembolü ile gösterilir. Örnek uzay, olası mümkün olan tüm deney sonuçlarından oluşan bir küme düzeneğidir. Deney, teorik olarak belirli koşullar altında sonsuz defa ve birden fazla tekrarlanabilen, her tekrarında farklı sonuçlar elde edilebilen ve olası sonuçların iyi tanımlandığı bir süreçten oluşur. Deney sonuçlarından her birine veya bir kısım özellikleri taşıyan deney sonuçları kümesine de olay adı verilir[2].Örnek uzayın her bir alt kümesine olay adı verilir. Alt küme olan örnek uzaya kesin olay, boş kümeye ise olanaksız olay denir. Eleman sayısı sonluysa “sonlu örnek uzay” denir. S uzayında olaya karşı gelen sayı bu sayıların toplamı 1'e eşitse ve eksi değilse S'ye “sonlu uzay” denir. S uzayında sayıların tümü eşit ise “eş olumlu örnek uzay” denir. Eş olumlu örnek uzayın olma olasılığı, uygun sonuçların sayısına oranıdır.[3]

  • Bir zarın atılmasında, çift sayı gelme olasılığı
    • {çift sayı}={2,4,6}
  • İki para atma denemesinde,
    • S={YY,YT,TY,TT}

Kaynakça

  1. ^ "Örnek Uzay" (PDF). 3 Ocak 2024 tarihinde kaynağından arşivlendi (PDF). Erişim tarihi: 4 Ocak 2024. 
  2. ^ "Örnek Uzay" (PDF). 3 Ocak 2024 tarihinde kaynağından arşivlendi (PDF). Erişim tarihi: 4 Ocak 2024. 
  3. ^ "Örnek Uzay". 3 Ocak 2024 tarihinde kaynağından arşivlendi. 

Read other articles:

Arwan M. Aras Tammauni

H.Arwan ArasS.Kom. Anggota Dewan Perwakilan RakyatPetahanaMulai menjabat 1 Oktober 2019Daerah pemilihanSulawesi Barat Informasi pribadiLahirArwan M. Aras Tammauni8 September 1984 (umur 39)Tobadak, Mamuju, Sulawesi Selatan, IndonesiaKebangsaanIndonesiaPartai politikPartai Demokrasi Indonesia PerjuanganSuami/istriApriany ThahirAnak3Orang tuaAras Tammauni (ayah)Alma materSekolah Tinggi Manajemen Informatika dan Komputer DipanegaraPekerjaanPolitikusSunting kotak info • L • ...

 

Perpustakaan Nag Hammadi

Bagian dari seri tentang Gnostisisme Gnostisisme Persia Mandaeisme Manikheisme Gnostisisme Suriah-Mesir Setian Tomasin Valentinian Basilidean Para Bapak Gnostisisme Kristen Simon Magus Cerinthus Marsion Valentinius Gnostisisme Awal Ofit Keni Karpokratian Borborit Gnostisisme Pertengahan Bogomil Kathar Teks-teks Gnostik Perpustakaan Nag Hammadi Kisah perbuatan Tomas Allogenes 1 Wahyu Yakobus 2 Wahyu Yakobus Apokrifon Yohanes Kitab-kitab Jeu Percakapan Juruselamat Wahyu Koptik Paulus Injil Kop...

 

Daftar gempa bumi di Indonesia

Untuk Gempa bumi pada tahun ini, lihat Daftar gempa bumi tahun 2024. Gempa bumi di IndonesiaGempa bumi di Indonesia dari tahun 1900–2019TerbesarMw  9.1 Gempa bumi Samudra Hindia 2004Paling MematikanMw  9.1 Gempa bumi Samudra Hindia 2004 227,898 tewas 20072005200419961977196519381861183317971976 Lokasi gempa bumi berkekuatan ≥ 8.0 Mw di Indonesia Berikut dibawah ini adalah daftar gempa bumi di Indonesia yang diurutkan dari waktu terlama yang pernah diamati. Berdasarkan data dari ...

NOTAR

Cet article est une ébauche concernant un aéronef. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. 1 Entrée d'air 2 Ventilateur à pas variable 3 Poutre de queue avec évents (effet Coandă) 4 Stabilisateurs verticaux 5 Propulseur orientable à jet direct 6 Rampe de descente 7 Section de sortie de la rampe de régulation de la circulation 8 Force résultante Schéma du principe du NOTARLe NOTAR (NO TAil Rotor...

 

Phillips Talbot

American diplomat Phillips TalbotUnited States Ambassador to Greece In office1965–1969PresidentLyndon B. JohnsonPreceded byHenry LabouisseSucceeded byHenry J. Tasca2nd Assistant Secretary of State for Near Eastern and South Asian AffairsIn office1961–1964PresidentJohn F. KennedyLyndon B. JohnsonPreceded byG. Lewis JonesSucceeded byRaymond A. Hare Personal detailsBorn(1915-06-07)June 7, 1915Pittsburgh, PennsylvaniaDiedOctober 1, 2010(2010-10-01) (aged 95)Washington, D.C.Alma mater...

 

Kaca borosilikat

Slide gitar yang terbuat dari kaca borosilikat Kaca borosilikat adalah sebuah jenis kaca dengan silika dan boron trioksida sebagai konstituen utama pembentuk kaca. Kaca borosilikat dikenal karena memiliki koefisien muai panas yang sangat rendah (≈3 × 10−6 K−1 pada suhu 20 °C), sehingga lebih tahan terhadap kejut termal daripada kaca biasa lainnya. Kaca semacam ini mengalami lebih sedikit tegangan termal dan dapat menahan perbedaan suhu tanpa terjadinya fraktur sekitar 1...

The Amazing Race Asia 4

The Amazing Race Asia 4 Pertama tayang 23 September 2010 – 9 Desember 2010 Tanggal pengambilan film Juni 2010 – 30 Juni 2010 Jumlah episode 11 (12 termasuk recap) Pemenang Richard &Richard Benua yang dikunjungi 2 Negara yang dikunjungi 8 Kota yang dikunjungi 25 Jarak perjalanan 38.000 kilometer (23.613 mil) Jumlah leg perlombaan 11 Kronologi Musim Sebelumnya The Amazing Race Asia 3 The Amazing Race Asia 4 adalah musim keempat dari acara realiti game show The Amazing Race Asia...

 

CityJet

CityJet IATA ICAO Kode panggil WX BCY CITY-IRELAND Didirikan1992Mulai beroperasi1994Penghubung Bandar Udara Dublin Bandar Udara London City Bandar Udara Paris-Charles de Gaulle Bandar Udara Rotterdam The Hague Bandar Udara Antwerp Armada39Tujuan15Perusahaan indukAir France-KLMKantor pusatSwords Business CampusSwords, Republik IrlandiaTokoh utamaChristine Ourmières (CEO)Pat Byrne (Chairman)Michael Collins (CFO)Situs webcityjet.com CityJet Limited adalah sebuh maskapai penerbangan regional Irl...

 

Timeline of Delhi

Timeline of historical aspects of Delhi This is a dynamic list and may never be able to satisfy particular standards for completeness. You can help by adding missing items with reliable sources. The following is a timeline of the history of Delhi, including New Delhi. Changes in ruling nation are in bold, with a flag to represent the country where available. Kuru Kingdom (1200 BCE-500 BCE) Territory came under the Kuru Kingdom. Maurya Empire (300 BCE-100 BCE) Territory came under the Maurya E...

MTV Cribs

Television series MTV CribsDeveloped byNina L. DíazCountry of originUnited StatesOriginal languageEnglishNo. of seasons19No. of episodes113ProductionRunning time30 minutesProduction companyMTV ProductionsOriginal releaseNetworkMTV (2000–present) (via Snapchat Discover from 2016-2018)CMT (2009)ReleaseSeptember 12, 2000 (2000-09-12) –present (present) MTV Cribs (also known as Cribs) is an American documentary television show that originated on MTV and features tours of the p...

 

1998 United States House of Representatives elections in North Carolina

1998 United States House of Representatives elections in North Carolina ← 1996 November 3, 1998 (1998-11-03) 2000 → All 12 North Carolina seats in the United States House of Representatives   Majority party Minority party   Party Republican Democratic Last election 6 6 Seats won 7 5 Seat change 1 1 Popular vote 1,014,010 827,078 Percentage 53.26% 43.44% Swing 0.03% 1.74% Elections in North Carolina Federal government U.S. Pre...

 

Jobes Milling Company

Jobes Milling CompanyCompany typeflour millIndustrymanufacturingPredecessorRose City Flour MillFoundedSt. Johns, Oregon, United States 1904FounderWilliam Van Zant JobesDefunct1930Fatesold 1918; demolished 1930HeadquartersSt. Johns, Oregon (1904–15)Portland, Oregon (1915–30)Key peopleAllan R. and William Haskell JobesOwnerWilliam Van Zant Jobes (1904–07)Allan R. and William Haskell Jobes (1907–11)Allan R. Jobes (1911–18)Rose City Flour Mill (1918–30)ParentRose City Flour Mill (1918...

سوبر برستيج بيرنود 1968

سوبر برستيج بيرنود 1968تفاصيل السباقسلسلة10. سوبر برستيج بيرنودمراحل17التاريخ1968المسافات16٬535٫3 كمالمنصةالفائز هيرمان فان سبرينجيل (Dr. Mann-Grundig  [لغات أخرى]‏)الثاني فيليتشي جيموندي (سالفاراني [الإنجليزية]‏)الثالث يان يانسين (بيلفورث سوفاج للشباب [الإنجليزية]‏)...

 

Tan Hin Kong

artikel ini tidak memiliki pranala ke artikel lain. Tidak ada alasan yang diberikan. Bantu kami untuk mengembangkannya dengan memberikan pranala ke artikel lain secukupnya. (Pelajari cara dan kapan saatnya untuk menghapus pesan templat ini) 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 Januari 2023. Tan Hin Kon...

 

Parliament of Eswatini

Parliament of EswatiniTypeTypeBicameral HousesHouse of AssemblySenateHistoryFounded1967Meeting placeLobambaWebsitewww.gov.sz Parliament buildings in Lobamba Politics of Eswatini Constitution Human rights LGBT rights Monarchy Ngwenyama (list) Mswati III Ndlovukati (list) Ntfombi Government Prime Minister Russell Dlamini Cabinet Parliament Senate President House of Assembly Speaker Administrative divisions Regions TinkhundlaUmphakatsi Elections Recent elections General: 201320182023 Political p...

Gabe Amo

American politician (born 1987) Gabe AmoAmo in 2023Member of the U.S. House of Representativesfrom Rhode Island's 1st districtIncumbentAssumed office November 13, 2023Preceded byDavid Cicilline Personal detailsBornGabriel Felix Kofi Amo (1987-12-11) December 11, 1987 (age 36)Pawtucket, Rhode Island, U.S.Political partyDemocraticEducationWheaton College (BA)Merton College, Oxford (MSc)WebsiteHouse website Gabriel Felix Kofi Amo (born December 11, 1987)[1] is an Ame...

 

Hulu Selangor (Daerah)

Untuk Pemerintah daerah di Selangor, lihat Hulu Selangor. Hulu SelangorDaerah/DistrikDaerah Hulu SelangorTranskripsi Other • Jawiدايره هولو سلڠور • Cina乌鲁雪兰莪县 • Tamilஉலு சிலாங்கூர்Motto: Berdisiplin, Akuntabilitas, Integritas, Kerjasama timHulu SelangorLocation of Hulu Selangor District in MalaysiaKoordinat: 3°35′N 101°35′E / 3.583°N 101.583°E / 3.583; 101.583Negar...

 

Kitale

Municipality in Trans-Nzoia County, KenyaKitaleMunicipalityDowntown KitaleNickname: KTLKitaleLocation in KenyaCoordinates: 1°01′N 35°00′E / 1.017°N 35.000°E / 1.017; 35.000Country KenyaCountyTrans-Nzoia CountyElevation1,900 m (6,200 ft)Population (2019) • Total162,174 [1][2]Time zoneUTC+3 (EAT) Kitale is an agricultural town in the northern Rift Valley, situated between Mount Elgon and the Cherangany Hills.T...

Zero-G Ltd

Music company This article is about the British sound library company. For other companies, see Zero-G (disambiguation). Zero-G Ltd.Company typePublicIndustrySoftware, InternetGenreMusic and videoFounded1990 (1990)[1]HeadquartersLondon, EnglandArea servedBritish Isles, European UnionProductsProductsServices Online shopping Music education Consumer generated media Zero-G is a British company that develops sound libraries, sound effects and audio loops. It also develops singing syn...

 

The Anti-Politics Machine

Book by James Ferguson This article's tone or style may not reflect the encyclopedic tone used on Wikipedia. See Wikipedia's guide to writing better articles for suggestions. (July 2015) (Learn how and when to remove this message) Part of a series onEconomic, applied, and development anthropology Basic concepts Commodification Barter Debt Finance Embeddedness Reciprocity Redistribution Value Wealth Gift economy Limited good Inalienable possessions Singularization (commodity pathway) Spheres o...