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All squares and circles are considered proportional because their dimensions can be expressed as ratios that remain consistent regardless of their size. For squares, the ratio of the length of a side to the area is constant, while for circles, the ratio of the radius to the area also remains constant. This proportionality means that if one shape is scaled up or down, the relationships between their dimensions and areas remain the same, preserving their geometric properties. Thus, any square or circle can be compared in terms of their size or area while maintaining consistent ratios.

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3w ago

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