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      proyecto integrado on QuizRevolution


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      Newest Quiz: proyecto integrado

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      proyecto integrado
      Question
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      proyecto integrado
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      ¿Hasta que siglo se prolonga el nacimiento de las matemáticas?
      Wrong
       of players answered correctly.
      • Hasta los siglos VI-V a.C

      • Hasta los siglos V-IV a.C

      • Hasta los siglos VII-VI a.C

      • Hasta los siglos III-IV a.C

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      Comments:
      1. ¿Hasta que siglo se prolonga el nacimiento de las matemáticas?
        1. Hasta los siglos VI-V a.C
        2. Hasta los siglos V-IV a.C
        3. Hasta los siglos VII-VI a.C
        4. Hasta los siglos III-IV a.C
      2. ¿Quién de esta lista no es matemático?
        1. Descartes
        2. Einstein
        3. Newton
        4. Gauss
      3. ¿Quienes inventaron las derivadas?
        1. Newton y Arquímedes
        2. Arquímedes y Gauss
        3. Newton y Leibnitz
        4. Gauss y Leibnitz
      4. ¿Cuál de estas letras representa a los números naturales?
        1. Z
        2. R
        3. M
        4. N
      5. ¿Qué fórmula corresponde con el triángulo escaleno?
        1. P= a+b+c
        2. P= 3./
        3. P= 2./+b
        4. P= 3./+b
      6. ¿Cómo denominaba Carl Friedrich Gauss a la matemática?
        1. "la reina de la aritmética"
        2. "la reina de las ciencias"
        3. "ciencia pura"
        4. "el gran campo de estudio"
      7. ¿Cuál fue el matemático que formuló el teorema básico de la geometría proyectiva?
        1. Leonhard Euler
        2. Gottfried Leibniz
        3. Blaise Pascal
        4. Galileo Galilei
      8. ¿De dónde era Pitágoras?
        1. De Siracusa
        2. De Samos
        3. De Lincolnshire
        4. De Woolsthorpe
      9. ¿Quién es el responsable del programa de cálculo " Mathemática"?
        1. Pitágoras
        2. Isaac Newton
        3. Stephen Wolfram
        4. Descartes
      10. ¿Cuál es la fórmula de la longitud de una circunferencia?
        1. L= 2.π.r. α/360º
        2. A=π.r.r
        3. A=π.r.r. α/360º
        4. L= 2.π.r

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