X2

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121

3.5"x2" Business Card Template

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Source URL: www.trent3d.com

Language: English - Date: 2014-05-30 00:02:17
    122

    Language: Romanian Day: 1 Marţi, 12 aprilie 2016 Problema 1. Fie n un număr natural impar. Se consideră numerele reale x1 , x2 , . . ., xn ≥ 0. Demonstraţi că:

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    Source URL: www.egmo.org

    Language: Romanian - Date: 2016-04-12 06:30:27
      123Divisor

      Language: English Day: 2 Wednesday, April 13, 2016 Problem 4. Two circles, ω1 and ω2 , of equal radius intersect at different points X1 and X2 . Consider a circle ω externally tangent to ω1 at a point T1 , and intern

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      Source URL: www.egmo.org

      Language: English - Date: 2016-04-13 06:30:12
        124

        3.5"x2" Business Card Template

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        Source URL: www.trent3d.com

        Language: English - Date: 2014-05-30 00:02:27
          125

          Toets 8 juni 2011 Elke opgave is 7 punten waard. Opgave 1. Vind alle paren (x, y) van gehele getallen die voldoen aan √ x2 + y 2 + 33 = 456 x − y.

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          Source URL: wiskundeolympiade.nl

          Language: Dutch - Date: 2015-04-10 06:17:56
            126

            Language: Lithuanian Day: m. balandžio 12 d., antradienis 1 uždavinys. Duoti nelyginis natūralusis skaičius n ir neneigiami realieji skaičiai x1 , x2 , . . ., xn . Įrodykite, kad

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            Source URL: www.egmo.org

            Language: Lithuanian - Date: 2016-04-12 06:30:27
              127

              POCHETTE RABAT PETITE TROUSSE SI VOUS DESIREZ FAIRE UNE PLUS GRANDE (couture comprise) rabat 26x10 x2

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              Source URL: p9.storage.canalblog.com

              - Date: 2016-03-24 08:46:44
                128

                Language: Hungarian Day: 1 2016. április 12., kedd 1. Feladat Legyen n páratlan pozitív egész. Jelöljön x1 , x2 , . . ., xn nemnegatív valós számokat. Mutassuk meg, hogy

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                Source URL: www.egmo.org

                Language: Hungarian - Date: 2016-04-12 06:30:27
                  129

                  Language: Bosnian Day: 2 Srijeda, 13. aprilZadatak 4. Dva kruga, k1 i k2 , jednakih poluprečnika, se sijeku u različitim tačkama X1 i X2 . Posmatrajmo krug k koji izvana dodiruje k1 u tački T1 , i iznutra dodi

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                  Source URL: www.egmo.org

                  Language: Croatian - Date: 2016-04-13 06:30:12
                    130

                    Language: French (Swiss) Day: 1 Mardi 12 avril 2016 Problème 1. Soit n un entier impair strictement positif et soient x1 , x2 , . . ., xn des réels positifs ou nuls. Montrer que

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                    Source URL: www.egmo.org

                    Language: French - Date: 2016-04-12 06:30:27
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