4/1/2022

Torn City Casino Slots

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Torn City Casino Slots Online Casino

Assumption: all casino events are random. That is,each roulette wheel number has an equal chance of winning for eachspin. Similarly, each wheel in the slot machine isindependent and random.
Roulette= (1/38)(50) + (37/38)(-1) = 134% ofeach bet returned
• There are 38 numbers, so you have a 1/38 chance ofwinning each spin, which pays 50 times your bet.
• The remaining numbers, 37/38, result in a loss ofyour bet.
Slots= (1/81)(50) + (26/81)(2) + (54/81)(-1) = 159% ofeach bet returned
• Each wheel has 9 numbers (note there is nozero). Thus, the probability that any two wheel match is 1/9.
• For the big win, which pays 50 times your bet, allthree wheels must match: (1/9)(1/9)=(1/81).
• For the little win, which pays two times your bet,there are three different ways to match two numbers (AB, BC, AC), sothe odds are 3(1/9). However, one of these instances, the bigwin, is already accounted for, so the little win odds is 3/9 - 1/81 =26/81.
• The remaining 54 combinations are losers, losingyou your bet. (It is important to note that, unlike realslots, you do not 'pay to play'.)
Thus, slots give a higher return than roulette.
However, there is more to this story. Since both games give areturn over 100%, you would like to play as much as possible. Torn City only allows a limited number of gambles, however, via thecasino ticket system. Note that roulette allows you to bet 25times your level, whereas slots is only 5 times--roulette bets are 5times larger. To find out which game is better, we multiplythe bet by the return:
Roulette: 5 x 1.34 = 6.7
Slots: 1 x 1.59 = 1.59
Clearly, although the return per bet is lower, roulette is the bettergame since you can place much larger bets!
If you can not understand this, consider the following: Investment A gives you a 20% return on your deposit. Investment B gives you a 15% return. You can borrow $1000 toinvest in A, or $5000 to invest in B. Clearly, even though Ais a 'better' investment, B will give you more money since you can makea larger investment.
Conclusion: A smart player willalways play roulette!

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