If you draw once, you have a 59/60 chance of not winning. If you draw twice, each time you still have the same chance of not winning, so the total probability of not winning is (59/60) * (59/60), and that can be rewritten as (59/60)^2. Similarly, if you draw n times, the total probability of not winning a single time is 59/60 multiplied by itself n times, or (59/60)^n. I hope this helped!
BRILLIANT. Everything you explain is so clear :)
Should it not be n times 59/60 and not (59/60)^n or i am totally wrong 5:30
If you draw once, you have a 59/60 chance of not winning. If you draw twice, each time you still have the same chance of not winning, so the total probability of not winning is (59/60) * (59/60), and that can be rewritten as (59/60)^2. Similarly, if you draw n times, the total probability of not winning a single time is 59/60 multiplied by itself n times, or (59/60)^n. I hope this helped!
@@sharpieaddict420 an alternative : if it be n*59/60 then a good jackpot can be after too attempt