Why Is π Irrational But Not Transcendental?

Imagine you're counting the number of apples in a basket, that's easy. But π is like a number that never ends and doesn't repeat, so we call it irrational. Even though it can’t be expressed as a simple fraction, it’s not magic; it just keeps going forever! But π isn’t transcendental, which means you can still use special math rules to work with it, like using geometry or equations.

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Examples

  1. Imagine you have a circular pizza, the ratio of its crust to its diameter is π, which never ends.
  2. Counting beans is simple, but counting the number of times π repeats is impossible because it doesn’t repeat at all.
  3. π is like a song that goes on forever and never repeats the same line twice.

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