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No type of gambling is popular in an American casino when compared to a gambling machine. People love the slots and video poker games for various reasons.
In this post, I examine the popularity of the games and offer some advice on how you may be able to get the best of it while playing them.
Why Are Gambling Machines so Popular?
The largest of reason gambling machines are so popular is simple: Gambling machines are fun to play.
They also offer a chance to get yourself a bigger payoff than you?d reach a table game. With the rare exception of some progressive jackpot table games, most payouts at a table game offer payouts of less than 35 to 1 1. In fact, the main bets generally in most table games in the casino pay even money.
Gambling machines also offer faster action than table games. For the most part table games, you might be limited to making 50 to 100 bets per hour. On a slot machine or video poker game, you can easily make 500 wagers each hour and find out the way you?re doing very quickly.
Table games can intimidate new gamblers for many reasons. If you don?t learn how to play blackjack or baccarat, it can be scary to sit back at a table filled with other players and have questions about how to play. With gambling machines, you don?t need to worry about being intimidated.
In fact, the gamblers in the slot machine sections for the most part casinos are more light-hearted and relaxed compared to the players at the table games. This produces an atmosphere that?s more appealing to many gamblers.
Casinos Love Gambling Machines and Here?s Why
Of course, the casinos love their slot machines and video poker games, too. One of a casino manager?s main concerns is how much money the casino is making per square foot. And based on the amount of space a gambling machine takes up, it?s very profitable.
Casinos don?t need to spend much money maintaining their slot machines. They pretty much come from the manufacturer all set. Plug them in, and let gamblers start running their money through there.
Also, casinos don?t need to hire dealers to run the games. Gambling machines literally run themselves. So, other than the cost of the electricity, they?re more profitable just because the expenses linked to them are minimal.
Casino Slots
You can also find more kinds of gambling machines than you'll find different types of table games. Gamblers love variety, even though it just means playing a slot machine game with exactly the same odds and payouts but with different symbols on the reels and different sound files on the speakers.
Most importantly of all, gambling machines generally have a higher mathematical edge over the player. Combine that with the truth that the gamblers are making 500 bets each hour, putting more income into action every hour, and gambling machines are easily the most profitable thing in the casino.
You Don?t Have to Lose Money Playing Gambling Machines
Despite the fact that most gambling machines have a higher house edge and earn big money for the casino, it is possible to still get the best of it when playing gambling machines?at the very least some of the time. It could even be easier than you think.
Generally, in order to obtain the best of it playing gambling machines, you?ll should be playing the video poker machines.
And not simply any video poker machines. You have to discover the progressive video poker machines. Exactly the same logic applies to slot machines with progressive jackpots, but the math works so differently with these games that it?s hard to get an edge at them.
What?s a Progressive Jackpot?
A progressive jackpot is really a top prize that increases as gamblers continue to play. Once the jackpot is hit, it resets to its original starting place. The way the progressive jackpot grows depends on the settings of this program running the machine.
For example, some progressive jackpot games might raise the size of the jackpot by way of a penny each time you lose a dollar playing that machine. Often, progressive jackpot games are networked with one another, so the jackpot might increase every time anyone on those networked games loses a dollar.
Megabucks is the biggest progressive jackpot game in Nevada. A large number of machines are networked together for the Megabucks jackpot, which starts at $10 million and grows from there.
This is not the overall game to play in the event that you?re hoping to obtain the very best of it at gambling machines, though. The chances of winning at Megabucks act like the chances of winning the lottery.
Even if the Megabucks jackpot got big enough that the game offered a positive mathematical expectation, you still wouldn?t want to play it because the probability of winning are so awful you could easily play Megabucks for 200 years and 24 hours a day without ever hitting the jackpot.
How Positive Expectation Works on Gambling Machines
The idea behind getting the best of it with a progressive jackpot gambling machine is easy:
Once the jackpot gets high enough, the common payouts on that machine will undoubtedly be higher than the money you?re putting into the machine.
Normally, the payouts on the games are set low enough that the device always takes in more income than it pays out.
However when the jackpot gets big enough, the reverse is true.
Bonus Money
Real cash casinos and gamblers measure the math of a gambling machine with regards to its payback percentage. The average slot machine or video poker machine has a payback percentage of between 90% and 95%.
But once a progressive jackpot reaches a particular point, the payback percentage explains 100%.
If you?re playing games with a payback percentage of significantly less than 100%, you?re always going to lose in the long term.
If you?re doing offers with a payback percentage greater than 100%, you?re always likely to win in the end.
The Math Behind Obtaining the Best of Gambling Machines
In the event that you?re playing video poker, you?ll get a royal flush about once from every 40,000 hands. At 500 hands each hour, that?s about 80 hours of play. The royal flush is always the top jackpot on a video poker machine, too.
If you?re playing 25 % video poker machine, you?ll need to play the max bet of five coins per hand. That?s $1.25 per hand.
40,000 hands of video poker at $1.25 per hand is $50,000 in wagers. That?s just $1.25 per hand multiplied by 40,000 hands.
Obviously, if the jackpot on this machine were $50,000, you?d have a profitable opportunity.
Nonetheless it doesn?t must be over $50,000 for the overall game to be profitable. You obtain paid back on many other hands on a video poker game, too. On a typical Jacks or Better game, you obtain paid out on any hand that?s much better than some jacks or higher.
In fact, you?ll lose on about 55% of your hands, but you?ll win at least something on about 45% of the hands you play at Jacks or Better video poker. That is another reason, incidentally, why video poker machines are so popular. The hit ratio for video poker is higher than on most slot machine game games.
Most video poker games will pay out 95% of the amount of money you placed into them as winnings even though you never hit the royal flush. Because of this you?ll lose 5%, normally, of every dollar you wager. If you put $50,000 through the device, you?d expect to reunite $47,500 in winnings and lose about $2,500.
But when you take into account how big is the royal flush jackpot, that number gets even smaller. On a complete pay Jacks or Better game, the royal flush adds another 4% or so to the payback percentage. This assumes, needless to say, that you?re playing with optimal strategy.
Let?s that suppose you've got a progressive jackpot on that royal flush, also it?s up to $3,000.
Now, if you put $50,000 through the device, you?ll get back $50,500, which represents a profit of $500.
And the bigger the progressive jackpot gets, the higher your profit turns out to be.
So, if you need to get the best of it at gambling machines, your goal is to search for video poker games with a progressive jackpot that?s gotten over $2,500.
One Big Caveat About Video Poker Gambling
I already mentioned this, nonetheless it bears repeating and explanation. The numbers I?m quoting assume that you?re playing video poker with optimal strategy. Your decisions about which cards to help keep and which cards to discard has a major effect on the payback percentage for a machine.
Don?t trust me?
Consider this:
Suppose you?re dealt a royal flush, and you also opt to discard even one card. That?s not the strategically best play, obviously, and it would set you back money.
Other strategy mistakes obviously won?t have as big an impact, but they will have an effect.
Quite often, when you look for a profitable opportunity on a video poker game, you?ll have a little edge over the house. It is possible to?t afford to stop a good single percentage in payback percentage or you?ll be facing a negative expectation again.
Because of this you?ll need to review some of the posts on this website (or sites such as this) to learn how exactly to play video poker with optimal strategy.
Conclusion
Unlike conventional wisdom, you can find the very best of it playing gambling machines, but it won?t be because you picked a slot machine game that?s gotten hot or arrives.
It will be because you found a video poker game with a progressive jackpot where the prize is high enough that you can show a long-term profit.
It will also be because you learned how to play that game with optimal strategy.Recreational gamblers don?t need to understand probability that well. They probably curently have a general idea that the casino is always going to win, plus they?re okay with that. In the end, they?re just spending money on entertainment.
Common sense tells a lot of people that.
But you will lose less money in the long term if you have a general knowledge of probability beyond what good sense tells you.
Also, I?m convinced that gambling is more pleasurable when you understand the probability underlying precisely what?s happening.
This post examines probability since it pertains to both gambling and where good sense begins and ends in terms of probability.
A Common-Sense Explanation of Probability
Probability measures how often something happens given quite a long time frame. Gambling writers refer to this as ?the long run,? which is not to be confused with the album of the same name by the Eagles.
Here are some examples:
If you flip a normal coin repeatedly all days, you?ll expect it to land on heads 1/2 of that time period.
If you take a deck of cards and draw a card randomly repeatedly all day, you?ll be prepared to get a spade 1/4 of that time period.
If you roll a standard 6-sided die a large number of time, 1/6 of that time period is how often you anticipate to note that die land on 6.
Math Equation
That?s as common-sense a means of describing the probability of an event as I can imagine. Most people understand why concept intuitively.
The math starts getting ultimately more interesting when you start thinking about various other aspects of probability.
To begin with, probability is definitely a fraction ? a number between 0 and 1.
Events that are impossible have a probability of 0, and events which are certain have a probability of 1.
Different Ways of Expressing Fractions Applies to Expressing Probabilities
You don?t have to use a fraction to represent an event?s probability. If you paid attention in math class, you already know that fractions could be converted both to decimals. And decimals can be converted to percentages.
So, the likelihood of getting heads when flipping a coin is 0.5.
The probability of drawing a spade from a deck of cards is 0.25.
The probability of rolling a 6 on a 6-side die is 0.1667.
It is possible to convert those decimals to percentages must by multiplying by 100 or by moving the decimal point to the right by 2 digits. So, you wind up with 50%, 25%, and 16.67%.
All these numbers are common sense for many people, too.
Some of this involves doing some basic math inside our head. The real probability of drawing a spade from the deck of cards is 13 divided by 52, nevertheless, you can reduce that fraction easily in your head.
You can even restate these probabilities as odds. For instance, the odds of drawing a spade out of a deck of cards is 3 to 1 1, and the chances of rolling a 6 on a die are 5 to 1 1.
And odds are important to a gambler.
Why Using Odds expressing Probability Is So Important in Gambling
Even though percentages tend to be more intuitive for average people, gamblers who?ve been at it for a while and know very well what they?re doing often discover that stating a probability when it comes to odds is more useful. During calculations, you?ll often use fractional probabilities to do the math and convert them back to odds later.
Odds compare the number of ways you can lose with the amount of ways you can win. It?s a ratio of wins to losses.
Let?s say you've got a situation where you are likely to win 3/10 of the time. The chances are 7 to 3 ? you have 7 ways to lose and three ways to win.
You subtract the number of methods to win from the total possible number of outcomes to achieve the number of methods to lose, then you compare the 2 2 with one another.
Odds
That is important because odds are also used to describe how much you obtain paid out when you win a bet. Many bets pay out at even money ? 1 to 1 1 odds, but other bets might pay out at 3 to 2 odds or 2 to 1 1 odds.
In case a bet pays out at better odds than the odds of winning, you?re in a profitable situation.
In case a bet pays out at worse odds than the odds of winning, you?re within an unprofitable situation.
In virtually all casino game situations, the odds of winning are worst compared to the payout odds. This is how the casino makes its money.
A good example of the Casino?s House Edge Using Odds and Probability
Let?s say you?re playing a game in the casino where you?re guessing lots between 1 and 10. The dealer has a random number generator that provides each number having an equal possibility of occurring.
The odds of winning that bet are 9 to at least one 1, but the casino pays off at 8 to 1 1 when you win.
Can you see how the casino is going to win money from you over time?
Over 10 bets, you?ll lose an average of 9 bets, but you?ll only win 8 bets on the 1 successful guess. The casino will win an extra bet from you every 10 bets, which means that the house edge with this bet is 10%.
This is how all casino games work, but the math behind these calculations may be more involved. Obviously when you?re coping with cards and multiple dice and roulette wheels with 38 numbers on them, the math gets more involved.
But the principle remains the same ? the bets pay off at lower odds compared to the odds of winning, and that?s how the casinos stay so profitable.
Probabilities for Multiple Events
You?ll often run into situations where you?ll need to know the probability that multiple events will happen. Usually, you can just multiply the possibilities of every event by one another to obtain the probability that both will happen.
Here?s an example:
Suppose you would like to know the likelihood of rolling a 12 on 2 dice. To accomplish this, you must roll a 6 on the initial die and a 6 on the second die.
The probability is 1/6 X 1/6, or 1/36.
In odds terms, that?s 35 to 1 1.
But that only applies to ?independent? events.
Sometimes the probability of a 2nd event will change using the first event. You need to adjust the likelihood of the next event accordingly before you do your calculations.
Here?s a good example of that:
Suppose you need to know the probability of being dealt a pair of aces as your hole cards in Texas hold?em?
The probability of the initial card being an ace is 1/13, right? You have 4 aces and 52 total cards.
But as soon as you get that first ace, you merely have 3 aces left in the deck out of 51 cards. That changes the probability for the next card from 1/13 to 1/17.
So, the likelihood of getting a couple of aces as your hole cards are 1/13 X 1/17, or 1/221.
That?s 220 to at least one 1 odds.
It is possible to carry this calculation out as far as you need to.
Probabilities in SPORTS
Suppose you need to know the probability that the Dallas Cowboys will play the Buffalo Bills in the Super Bowl. To find out that probability, you?d multiply the probability that the Dallas Cowboys will win the NFC by the probability that the Buffalo Bills will win the AFC.
The odds of Dallas winning the NFC aren?t affected by if Buffalo wins the AFC.
So, the math is easy enough as soon as you estimate the odds of each team winning their conference.
For simplicity?s sake, let?s just assume that each team includes a 1/16 probability of winning their conference. The odds of them playing one another in the Super Bowl are, therefore, 1/16 X 1/16, or 1/256 ? or 255 to 1 1.
What If You intend to Know the chances that a minumum of one Thing Will Happen?
Instead of calculating the likelihood of event A AND event B happening, you wish to know the probability that event A OR event B may happen.
How does the math work then?
Usually, you just add the 2 2 probabilities together.
For example, invest the our earlier example of the Dallas Cowboys and the Buffalo Bills, and you also want to calculate the probability that a minumum of one of these will play in the Super Bowl, you just add the probabilities together.
In this instance, 1/16 + 1/16 is 2/16, or 1/8.
The chances are 7 to 1 1.
But this can be an oversimplification. Frequently, a more accurate calculation involves solving for how many ways a bet can lose and subtracting that from 100%.
Conclusion
Probability appears like common-sense at first, but there?s more to it than that.
Entire textbooks have already been discussed probability, but most gamblers don?t have to read or study an entire textbook unless they?re really serious about getting an advantage while gambling.
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