What if infinity *were* a number?
Let’s say we pretend infinity is a number, let's call it “∞” (that’s how we write it). Now imagine you have infinity marbles, and you add just one more. If infinity were a real number, you’d expect the total to be bigger than before.
But here's the fun part: infinity + 1 = infinity! It doesn’t change, like having an endless road and walking one more step; it’s still endless.
So even though we pretend infinity is a number, it acts differently. It’s like a never-ending staircase that doesn't get taller no matter how many steps you take. Cool, right?
Examples
- A child counts to ten, then says there's still more, like counting forever.
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See also
- What is Infinity behaves differently from finite numbers?
- Can numbers grow forever?
- What Makes Infinity So Bizarre?
- Why Are Some Numbers Infinite and Others Not?
- What Makes Infinity So Special?