00:01
All right, in your game you're playing, it's russian roulette.
00:03
The gun would have six chambers.
00:06
There is one cartridge in the gun.
00:08
Five chambers are empty.
00:10
It tells you how the game works.
00:12
You're trying to find the probability that you would be alive after one game.
00:17
So basically, we want to figure out the probability of being alive and considering that to be how many chambers are favorable here.
00:27
There will be five chambers out of six.
00:30
In which we would survive.
00:33
So your probability after one game would just be 5 .6th.
00:37
Now, if you play the game twice, the revolver is spun each game, so it resets it.
00:45
So the probability is going to remain constant, but it would be 5 .6th for the first game times 5 .6th for the second game, or 2536th for that probability...