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

How does the diameter of a circle compare to length and width? - Answers

For a circle, the length and width are the same: from one side of the circle to the opposite point is the same value. The diameter is the longest possible length of any line connecting two points on the circle. This differs from a square or rectangle, where the length or width is not the longest line, but rather the diagonal from opposite corners.



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How does the diameter of a circle compare to length and width? - Answers

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

For a circle, the length and width are the same: from one side of the circle to the opposite point is the same value. The diameter is the longest possible length of any line connecting two points on the circle. This differs from a square or rectangle, where the length or width is not the longest line, but rather the diagonal from opposite corners.



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

How does the diameter of a circle compare to length and width? - Answers

For a circle, the length and width are the same: from one side of the circle to the opposite point is the same value. The diameter is the longest possible length of any line connecting two points on the circle. This differs from a square or rectangle, where the length or width is not the longest line, but rather the diagonal from opposite corners.

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      For a circle, the length and width are the same: from one side of the circle to the opposite point is the same value. The diameter is the longest possible length of any line connecting two points on the circle. This differs from a square or rectangle, where the length or width is not the longest line, but rather the diagonal from opposite corners.

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