House edge in online roulette Part2

Henceforth the normal payout on account of American roulette is:

(1 X 18/38) + (- 1 x 18/38) + (- 1 x 2/38) = - 0.053

For ever $1 bet on Red in American roulette the player hopes to lose $0.053 to the online casino.

In European roulette there are 18 red numbers and a sum of 37 numbers. In the event that a red number is known as the player wins $1 and along these lines his normal payout is $(1 x 18/37). There are 18 dark numbers and a sum of 37 numbers. On the off chance that a dark number is known as the player loses $1 and subsequently his normal payout is $(- 1 x 18/37). There is 1 green number and a sum of 37 numbers. On the off chance that a green number is known as the player loses $1 and in this way his normal payout is $(- 1 x 1/37).

Thus the normal payout on account of European roulette is:

(1 X 18/37) + (- 1 x 18/37) + (- 1 x 1/37) = - 0.027

For ever $1 bet on Red in European roulette the player hopes to lose $0.027 to the online casino.

In French roulette there are 18 red numbers and a sum of 37 numbers. On the off chance that a red number is known as the player wins $1 and along these lines his normal payout is $(1 x 18/37). There are 18 dark numbers and an aggregate of 37 numbers. In the event that a dark number is known as the player loses $1 and in this way his normal payout is $(- 1 x 18/37). There is 1 green number and a sum of 37 numbers. In the event that a green number is known as the player loses just $0.5 and subsequently his normal payout is $(- 0.5 x 1/37).

Thus the normal payout on account of French roulette is:

(1 X 18/37) + (- 1 x 18/37) + (- 0.5 x 1/37) = - 0.014

For ever $1 bet on Red in French roulette the player hopes to lose $0.014 to the online casino.

Along these lines is can be seen that based on the house edges for even cash wagers French roulette in online casino offers the most extreme preferred standpoint to the player.

PART1