Imagine you have a heap of sand. If you remove a single grain of sand, you’d still call it a heap, right? But what if you keep removing grains, one by one? At some point, it seems like you’d be left with just a few grains—and surely, that’s no longer a heap. But where exactly does the heap stop being a heap? This puzzling question is at the heart of the Sorites Paradox, also known as the paradox of the heap. This paradox highlights the challenges of dealing with vague concepts, which can be tricky not just in everyday life but also in science. What Is the Sorites Paradox? The Sorites Paradox comes from the Greek word "soros," which means heap. The paradox arises when we try to apply precise logic to vague concepts. In its simplest form, it goes like this: A heap of sand is still a heap if you remove one grain. If you keep removing grains, eventually you’ll be left with just one grain. But according to the first point, even one grain less than a heap should still be a heap, wh