I know that playing 6-5 SD games gives the house a several fold advantage over a 3-2 game.Thats a given,but can someone do,and explain the math oh this,please.
Playing 5 hours on a crowded table should be about 300 hands.
On a $5 single deck game,that is $1500 wagered
On a $10 shoe game,it's 3,000 wagered.
Does the higher house edge on a lower amount of money result in a higher theoretical loss than the lower house edge on the higher sum of money?
Playing 5 hours on a crowded table should be about 300 hands.
On a $5 single deck game,that is $1500 wagered
On a $10 shoe game,it's 3,000 wagered.
Does the higher house edge on a lower amount of money result in a higher theoretical loss than the lower house edge on the higher sum of money?