Proofs is the heart of mathematics. It is what differentiates mathematics from other sciences. In mathematical proofs, we can show that a statement is true for all possible cases without showing all the cases. We can be certain that the sum of two even numbers is even without adding all the possible pairs.
For those who are “non-math people,” the proof techniques below will help you, but the “math people” are probably those who are going to enjoy them more.
1.) Proof by Obviousness
Example: “The proof is so clear that it need not to be mentioned.”
2.) Proof by Intimidation
Example 1: “Don’t be stupid. It’s true.”
Example 2: “It’s trivial”
3.) Proof by Deception
Example: “Now everyone turn their backs…”
4.) Proof by Lack of Sufficient Time
Example: “Because of the time constraint, I’ll leave the proof to you.”
5.) Proof by Plagiarism
Example: “As we see on page 85, it is true.”
6.) Proof by Intuition
Example: “I have this gut feeling that it’s true.”
7.) Proof by Calculus
Example: “The proof requires calculus, so it must be true.”
8.) Proof by Convenience
Example: “Well, it would be nice if it were true.”
9.) Proof by Authority
Example: “Isaac Newton said it, so it must be true.”
10.) Proof by Profanity
Example is not appropriate for this blog.
11.) Proof by Terror
This proof is very effective if “Proof by Intimidation” fails.
Reference: 36 Humorous Methods of Proofs