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Two or more alternating oblongs create a(n): a) "O-shape" b) "C-shape" c) "S-shape" d) figure eight

User Tauli
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Final answer:

In high school mathematics, two or more alternating oblongs form an S-shape, reflecting the variety of geometric shapes that can be represented, which includes shapes such as spheres, dumells, and rosettes in various orientations. Option c is correct.

Step-by-step explanation:

The question posed is related to geometry, which is a branch of Mathematics. When two or more alternating oblongs create a specific geometric pattern, they form an S-shape, not an "O-shape," "C-shape," or a figure eight. Oblongs are elongated shapes that are typically rectangular but with longer lengths compared to widths. When alternating, they create a series of curves resembling the letter 'S'.

Oblongs, being a type of geometric shape, can vary in shape depending on the dimensions chosen, but in general, they do not have a round shape as spheres do or display cylindrical symmetry like some 3D shapes such as toroids. Shapes like the electron orbitals (spherical, dumell-shaped, and rosette-shaped) mentioned in reference materials illustrate the diversity of geometric shapes encountered in high school mathematics and science.

Hence, option c is correct.

User Nicolas Defranoux
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