Let's prove that, if a set has size \(n\), then that same set has exactly \(2^n\) subsets.
Let's prove that there are two irrational numbers, call them \(a\) and \(b\), such that \(a^b\) is a rational number! And let's do it in a tweet.
Let's prove that, if a set has size \(n\), then that same set has exactly \(2^n\) subsets.
Let's prove that there are two irrational numbers, call them \(a\) and \(b\), such that \(a^b\) is a rational number! And let's do it in a tweet.
Thank you @abrudz for helping me style this.
