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  1. en.wikipedia.org › wiki › Judy_GarlandJudy Garland - Wikipedia

    2 giorni fa · Judy Garland (born Frances Ethel Gumm; June 10, 1922 – June 22, 1969) was an American actress and singer. She attained international stardom and critical acclaim: as an actress in both musical and dramatic roles; as a recording artist; and on the concert stage.

  2. en.wikipedia.org › wiki › Judd_ApatowJudd Apatow - Wikipedia

    2 giorni fa · Judd Apatow ( / ˈæpətaʊ /; born December 6, 1967) [1] is an American director, producer, screenwriter and comedian, best known for his work in comedy films.

    • 1985–present
  3. 30 apr 2024 · Judy Collins (born May 1, 1939, Seattle, Wash., U.S.) is an American folk and pop singer-songwriter known for her soaring soprano, eclectic repertoire, and political activism.

    • The Editors of Encyclopaedia Britannica
  4. en.wikipedia.org › wiki › Judd_TrumpJudd Trump - Wikipedia

    1 giorno fa · Performance and rankings timeline. Career finals. Maximum and century breaks. See also. References. External links. Judd Trump MBE (born 20 August 1989 [2]) is an English professional snooker player who is a former world champion and former world number one.

    • 2005–present
    • England
  5. 1 mag 2024 · Judd Apatow (born December 6, 1967, Syosset, New York, U.S.) is an American writer, director, and producer known for creating offbeat comedies featuring unconventional protagonists. Apatow was a self-described awkward, undersized child who was always picked last for school sports teams.

    • Ethan Michaeli
  6. 3 mag 2024 · Con questi passaggi il calcolo degli sviluppi di Taylor per funzioni "semplici" sarà a sua volta semplice. Esempio sugli sviluppi con la formula di Taylor. Calcoliamo lo sviluppo in serie di Taylor di ordine 4 e nel punto x_0 della funzione: f(x) = sin(x^2) In questo caso l'ordine dello sviluppo è n = 4 e il centro dello sviluppo è x_0 = 0.

  7. 6 giorni fa · Ultima modifica: 16/05/2024. Lo sviluppo in serie di Taylor, con resto di Peano o di Lagrange: spiegazione con enunciato e dimostrazione delle formule per gli sviluppi di Taylor.