mathspp blog
| 449 | 484,690 | 39,535 |
|---|---|---|
| articles | words | lines of code |
Let's prove that, if a set has size \(n\), then that same set has exactly \(2^n\) subsets.
| 449 | 484,690 | 39,535 |
|---|---|---|
| articles | words | lines of code |
Let's prove that, if a set has size \(n\), then that same set has exactly \(2^n\) subsets.
I know a proof that there's irrational numbers that one to the power of the other give a rational number and this footer is almost the right size for it.
