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How many sided does an circle have? - Answers

A circle is considered to have an infinite number of sides because it is a continuous curve with no corners or edges. In geometric terms, when defining a polygon, the number of sides is finite, but a circle's smooth, unbroken shape leads to the concept of having infinitely many infinitesimal sides. Thus, while a circle does not have sides in the traditional sense, it can be described as having infinite sides in a mathematical context.



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How many sided does an circle have? - Answers

https://math.answers.com/math-and-arithmetic/How_many_sided_does_an_circle_have

A circle is considered to have an infinite number of sides because it is a continuous curve with no corners or edges. In geometric terms, when defining a polygon, the number of sides is finite, but a circle's smooth, unbroken shape leads to the concept of having infinitely many infinitesimal sides. Thus, while a circle does not have sides in the traditional sense, it can be described as having infinite sides in a mathematical context.



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https://math.answers.com/math-and-arithmetic/How_many_sided_does_an_circle_have

How many sided does an circle have? - Answers

A circle is considered to have an infinite number of sides because it is a continuous curve with no corners or edges. In geometric terms, when defining a polygon, the number of sides is finite, but a circle's smooth, unbroken shape leads to the concept of having infinitely many infinitesimal sides. Thus, while a circle does not have sides in the traditional sense, it can be described as having infinite sides in a mathematical context.

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      A circle is considered to have an infinite number of sides because it is a continuous curve with no corners or edges. In geometric terms, when defining a polygon, the number of sides is finite, but a circle's smooth, unbroken shape leads to the concept of having infinitely many infinitesimal sides. Thus, while a circle does not have sides in the traditional sense, it can be described as having infinite sides in a mathematical context.

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