3 ms·
This formula is great for "good enough" problems. The way I use it is to mark the first thing that is good enough, but then keep looking for something that is b
by oskarth 12y ago
This formula is great for "good enough" problems. The way I use it is to mark the first thing that is good enough, but then keep looking for something that is better than that, then stop. Works great for apartments, books and ice cream.
The key is to realize time and effort is finite, and that you can always keep on looking if you don't have a stopping point.
- beltex 12y agoAlso, a normal distribution would help, so you don't encounter values way off that would skew the results.