What Makes Something Trivial?
Why Bother With Trivial Proofs?
Sometimes, in math or logic, people use trivial proofs to show that something is true without having to go through a long, complicated process. It’s like saying “I know how to tie my shoes, I’ve done it every morning!” You don’t need to write down all the steps; you just know it works.
So, next time you see someone use a trivial proof, think of that one cookie, simple, clear, and perfectly good for showing something is true.
Examples
- Proving that 2 + 2 = 4 using basic addition rules
- Showing that the sum of two even numbers is always even
- Explaining why multiplying any number by zero gives zero
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See also
- What are direct proofs?
- What happens when ai starts checking mathematicians work?
- What are higher-order predicates?
- How Does The Story of (almost) All Numbers Work?
- Why Is Math So Useful for Understanding the World?