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mobius strip

/ˈmɜːbiəs strɪp/

Traducción: Superficie con una sola cara y un solo borde, creada al torcer una tira de papel y unir sus extremos. Es un objeto clásico en topología y geometría.

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/ˈmɜːbiəs strɪp/C1formalscientific
  • esSuperficie con una sola cara y un solo borde, creada al torcer una tira de papel y unir sus extremos. Es un objeto clásico en topología y geometría.

A surface with only one side and one boundary, created by twisting a strip of paper and joining its ends together. It is a classic object in topology and geometry.

  1. Non-orientable surfaceC1formal

    A surface with only one side and one boundary edge, formed by twisting a strip of paper and joining its ends.

    esbanda de Möbius

    • The Möbius strip is a classic example of a non-orientable surface in topology.
    • If you draw a line along the center of a Möbius strip, you will return to the starting point after covering both sides.
    • Mathematicians use the Möbius strip to illustrate concepts of one-sidedness.