The Ancient Greek philosopher believed that people cannot move from point A to point B because a person has to take infinitely many steps to reach point B. In other words, he was saying that we cannot add infinitely many numbers. However, it is different than that! Yes, we can infinitely many numbers like ½ + ¼ + ⅛ + … . To see the beautiful visual proof and more, read at the link in the bio.
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