Consider a circle of any size. Then randomly mark 4 points on it. What is the probability of the quadrangle that is formed by these 4 points, to be a "regular quadrangle". Excuse me for this term, as I don't know how to word it. I mean this: A quadrangle that each interior angles of it is smaller than 1800 , or with another word: each exterior angles of it is greater than 1800
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Consider a circle of any size. Then randomly mark 4 points on it. What is the probability of the quadrangle that is formed by these 4 points, to be a "regular quadrangle". Excuse me for this term, as I don't know how to word it. I mean this: A quadrangle that each interior angles of it is smaller than 1800 , or with another word: each exterior angles of it is greater than 1800
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