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Chords are important components of many mathematical formulae, as well as graphing equations, probability models, and trigonometric functions.
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Chords are important components of many mathematical formulae, as well as graphing equations, probability models, and trigonometric functions.
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Chords also find practical application in architecture where their angle can be used to determine archways for doors or windows that are free from loading stresses.
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A chord’s length can be used to calculate angles inside circles, or can help define arcs, sectors of a circle, and even 3-dimensional objects like domes.
It is distinct from the radius and diameter lines of a circular object, which measure out from the center point.
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