Inferencia estatística

A inferencia estatística é a dedución estimada de valores dunha poboación a partir do estudo dunha mostra (parte) representativa dela. Calquera enquisa é un exemplo de inferencia estatística porque achega valores a partir dunha mostra enquisada.

Na industria é moi utilizada a inferencia estatística para o control da calidade, pois medir todos os produtos que se fabrican é xeralmente caro e recórrese a medir só mostras representativas da produción.


Este artigo tan só é un bosquexo
 Este artigo sobre matemáticas é, polo de agora, só un bosquexo. Traballa nel para axudar a contribuír a que a Galipedia mellore e medre.
 Existen igualmente outros artigos relacionados con este tema nos que tamén podes contribuír.

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Feadship Royal Dutch ShipyardsIndustriPembuatan kapalDidirikan1949; 75 tahun lalu (1949)KantorpusatHaarlem (De Voogt), Aalsmeer (De Vries), Makkum (De Vries), Kaag (Van Lent), Amsterdam (Van Lent), BelandaProdukYachtDivisiDe Voogt Naval ArchitectsRoyal Van Lent ShipyardKoninklijke De Vries Scheepsbouw (Royal De Vries Shipyard)Situs webwww.feadship.nl Feadship (First Export Association of Dutch Shipbuilders) adalah sebuah perusahaan patungan yang dibentuk oleh Royal Van Lent Shipyard dan ...

 

Korea-Indonesia Marine Technology Cooperation Research Center (MTCRC)Korea-Indonesia MTCRC logoDidirikanSeptember 2018; 5 tahun lalu (2018-09)KantorpusatCirebon and Jakarta, IndonesiaSitus webwww.mtcrc.center Korea-Indonesia MTCRC (Marine Technology Cooperation Research Center, nama dalam bahasa Inggris) atau PPKTK (Pusat Penelitian dan Kerjasama Teknologi Kelautan, nama dalam bahasa Indonesia) adalah pusat penelitian bersama antar pemerintah di bidang ilmu dan teknologi kelautan antara ...

 

Metro station in Delhi, India IIT Delhi Delhi Metro stationGeneral informationCoordinates28°32′49.9171″N 77°11′37.7419″E / 28.547199194°N 77.193817194°E / 28.547199194; 77.193817194Owned byDelhi MetroOperated byDelhi Metro Rail Corporation (DMRC)Line(s)Magenta LinePlatformsIsland platformPlatform-1 → Botanical GardenPlatform-2 → Janakpuri WestTracks2ConstructionStructure typeUnderground, Double-trackPlatform levels2AccessibleYes Other informationStatusS...

Provinsi Caserta provinsi di Italia Tempat <mapframe>: Judul Italy/Caserta.map .map bukan merupakan halaman data peta yang sahcategoria:Articles mancats de coordenades Negara berdaulatItaliaRegion di ItaliaCampania NegaraItalia Ibu kotaCaserta Pembagian administratifAilano Alife, Campania Alvignano Arienzo Aversa Baia e Latina Bellona, Campania Caianello Caiazzo Calvi Risorta Camigliano Cancello ed Arnone Capodrise Capriati a Volturno Capua Carinaro Carinola Casagiove Casal di Principe ...

 

Satirical conspiracy theory Billboard in Memphis, Tennessee, 2019[1] Birds Aren't Real is a satirical conspiracy theory which posits that birds are actually drones operated by the United States government to spy on American citizens.[2][3][4][5] In 2018, journalist Rachel Roberts described Birds Aren't Real as a joke that thousands of people are in on.[3] Background Poster inspired by the movement at the 35th Chaos Communication Congress confer...

 

Chronologie de la France ◄◄ 1740 1741 1742 1743 1744 1745 1746 1747 1748 ►► Chronologies Dessin de l’entrée de Louis XV à Strasbourg à la porte de Saverne en 1744.Données clés 1741 1742 1743  1744  1745 1746 1747Décennies :1710 1720 1730  1740  1750 1760 1770Siècles :XVIe XVIIe  XVIIIe  XIXe XXeMillénaires :-Ier Ier  IIe  IIIe Chronologies thématiques Art Architecture, Arts plastiques (Dessin, Gravure, Peinture et Scul...

Resolusi 1652Dewan Keamanan PBBLokasi Pantai Gading di Uni AfrikaTanggal24 Januari 2006Sidang no.5.354KodeS/RES/1652 (Dokumen)TopikSituasi di Pantai GadingRingkasan hasil15 mendukungTidak ada menentangTidak ada abstainHasilDiadopsiKomposisi Dewan KeamananAnggota tetap Tiongkok Prancis Rusia Britania Raya Amerika SerikatAnggota tidak tetap Argentina Denmark Ghana Jepang Rep. Kongo Peru Qatar Slowakia Tanzania ...

 

Division 2 1979-1980 Competizione Ligue 2 Sport Calcio Edizione 41ª Organizzatore LFP Luogo  Francia Partecipanti 36 Risultati Vincitore  Auxerre(1º titolo) Promozioni  Tours Auxerre Retrocessioni  Mulhouse Tolone Olympique Alès Amicale Lucé Chaumont Statistiche Miglior marcatore Alain Polaniok Bernard Ferrigno Jacques Vergnes Robert Pintenat Incontri disputati 612 Gol segnati 1 535 (2,51 per incontro) Cronologia della competizi...

 

1992 video by MetallicaA Year and a Half in the Life of MetallicaVideo by MetallicaReleasedNovember 17, 1992[1]GenreHeavy metalLength236 minutes LanguageEnglishLabelElektra EntertainmentDirectorAdam DubinProducerJuliana Roberts[2]Metallica video chronology 2 of One(1989) A Year and a Half in the Life of Metallica(1992) Live Shit: Binge & Purge(1993) A Year and a Half in the Life of Metallica is a two-part documentary about the process of making the Metallica album...

American-Bangladeshi blogger and activist Bonya Ahmedবন্যা আহমেদBonya Ahmed speaking at the Secular Conference 2018.BornRafida Bonya Ahmed1969 (age 54–55)Dhaka, East Pakistan (now Bangladesh)Alma materMinnesota State University, MankatoSpouseAvijit Roy Rafida Bonya Ahmed (also known as Bonya Ahmed and Rafida Ahmed; born 1969)[1] is a Bangladeshi-American who is simultaneously a writer, free-spirited blogger and humanitarian activist, and a former IT...

 

Tennis tournament1997 NCAA Division I Women's Tennis ChampionshipsDateMay 1997Edition16thLocationStanford, CaliforniaVenueTaube Tennis CenterStanford UniversityChampionsWomen's singles Lilia Osterloh(Stanford)Women's doubles Dawn Buth / Stephanie Nickitas(Florida) ← 1996 · NCAA Division I Women's Tennis Championships · 1998 → The 1997 NCAA Division I Women's Tennis Championships were the 16th annual championships to determine the national champions of NCAA Di...

 

Bleeding Heart Libertarians Fondazione3 marzo 2011 Fondatore Matt Zwolinski Scoposociale, politico Area di azioneStati Uniti Lingua ufficialeinglese MottoFree Markets & Social Justice Sito web Modifica dati su Wikidata · Manuale Bleeding Heart Libertarians (lett. Libertari dal Cuore Tenero; anche conosciuti come Scuola dell'Arizona) sono un gruppo di filosofi e accademici che promuovono una versione più sociale del liberalismo neoclassico[1] anche detto libertarianismo ...

Football leagueMontenegrin Second LeagueOfficial logoFounded2006Country MontenegroConfederationUEFANumber of teams10Level on pyramid2Promotion toMontenegrin First LeagueRelegation toMontenegrin Third LeagueDomestic cup(s)Montenegrin CupCurrent championsBokelj (3rd title) (2023–24)Most championshipsBokelj (3 titles)TV partnersMNE Sport TVWebsitehttp://fscg.meCurrent: 2023–24 season The Montenegrin Second League (Montenegrin: Druga crnogorska fudbalska liga – Druga CFL – 2. CFL) i...

 

This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Ethical positioning index – news · newspapers · books · scholar · JSTOR (April 2013) (Learn how and when to remove this message) The EPI (ethical positioning index) is an index which measures how ethically a brand is positioned. Ethics have been a highly debated and controversial element in branding exerc...

 

American politician and military officer (born 1968) Tammy DuckworthOfficial portrait, 2017United States Senatorfrom IllinoisIncumbentAssumed office January 3, 2017Serving with Dick DurbinPreceded byMark KirkVice Chair of the Democratic National CommitteeIncumbentAssumed office January 21, 2021Serving with Ken Martin, Gretchen Whitmer and Henry R. Muñoz IIIChairJaime HarrisonPreceded byGrace MengMember of the U.S. House of Representativesfrom Illinois's 8t...

American TV series or program R U the GirlTitle screenGenreReality competitionDirected byTony SaccoJeff Margolis (live finale)Presented byRyan Devlin (live finale)JudgesTionne WatkinsRozonda ThomasTheme music composerRichard ButlerMelvin ColemanRozonda ThomasTionne WatkinsOpening themeI Bet, performed by TLCComposerCraig OwensCountry of originUnited StatesOriginal languageEnglishNo. of seasons1No. of episodes9ProductionExecutive producersJay BlumenfieldTony MarshRozonda ThomasTionne WatkinsL...

 

This article is about the geometric meaning. For the insect, see Cathetus (moth). For the plant, see Phyllanthus. A right-angled triangle where c1 and c2 are the catheti and h is the hypotenuse In a right triangle, a cathetus (originally from the Greek word Κάθετος; plural: catheti), commonly known as a leg, is either of the sides that are adjacent to the right angle. It is occasionally called a side about the right angle. The side opposite the right angle is the hypotenuse. In the con...

 

العلاقات السورية الصحراوية   [[{{{بلد1}}}]]   [[{{{بلد2}}}]] تعديل مصدري - تعديل   تعتبر العلاقة بين الجمهورية العربية الصحراوية الديمقراطية والجمهورية العربية السورية علاقات وثيقة المدى بين البلدين. التاريخ قدمت سوريا تاريخيًا دعمًا سياسيًا لجبهة البوليساريو، وهي جم...

Ionizing radiation particle of two protons and two neutrons Alpha particleAlpha decayComposition2 protons, 2 neutronsStatisticsBosonicSymbolα, α2+, He2+Mass6.6446573450(21)×10−27 kg‍[1]4.001506179129(62) Da‍[2]3.7273794118(11) GeV/c2‍[3]Electric charge+2 eSpin0 ħ[4] Alpha particles, also called alpha rays or alpha radiation, consist of two protons and two neutrons bound together into a particle identical to ...

 

Demographics and culture of Hong Kong Demographics Census Health Hongkongers Hong Kong resident Hong Kong identity card Languages Religion Right of abode Culture Cinema Comics Cuisine Media Music Opera Public holidays Shopping Sport Literature Visual art Slang Other Hong Kong topics Economy Education Geography History Politics vte History of art Periods and movements Prehistoric Ancient Medieval Pre-Romanesque Romanesque Gothic Renaissance Mannerism Baroque Rococo Neoclassicism Revivalism Ro...