Here are another of these so called “Universal Truths”
4 > 3
3 ≤ 4
5 = 6
1/2 ∈ N
N ⊆ Z
Looks good so far, right? Then consider these following sentences.
√ 2 ∈ Q =⇒ √2 ∈ Z.
3 > 4 =⇒ sin(0) = 1.
3 > 4 =⇒ 3 = 4.
Upon closer inspection, one may think that these sentences are false, hence a “Universal False“. To re-iterate my first point and the main point of the subject matter. They illustrate the fact that: if the assumption of an implication is false, then the implication is true (regardless of whether the conclusion is true or false).
i.e. 1 + 1 = 3 or the moon is made out of blue cheese.
