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6.4: Preguntas de lectura

  • Page ID
    111401
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    1

    Estado el teorema de Lagrange en sus propias palabras.

    2

    Determinar los cosets izquierdos de\(\langle 3 \rangle\) in\(\mathbb Z_9\text{.}\)

    3

    El conjunto\(\{(), (1\,2)(3\,4), (1\,3)(2\,4), (1\,4)(2\,3)\}\) es un subgrupo de\(S_4\text{.}\) Cuál es su índice en\(S_4\text{?}\)

    4

    Supongamos que\(G\) es un grupo de orden 29. Describir\(G\text{.}\)

    5

    El número\(p=137909\) es primo. Explicar cómo calcular\(57^{137909}\pmod{137909}\) sin una calculadora.


    This page titled 6.4: Preguntas de lectura is shared under a GNU Free Documentation License 1.3 license and was authored, remixed, and/or curated by Thomas W. Judson (Abstract Algebra: Theory and Applications) via source content that was edited to the style and standards of the LibreTexts platform; a detailed edit history is available upon request.