If you play every week then your chances of winning are better. But in a moment I’ll get to a very useful tip to improve your chances by doing something you won’t have thought of!

Anybody that tries to claim that playing once gives you a better chance than playing 100 times is clearly short of a few decimal points π . But the funny thing about questions like these, is that a more accurate answer depends on exactly what you are asking. But that’s maths for you, it doesn’t do vague very well.

[**Sidenote:** if your question is really are the odds of winning the lottery better if you play the same numbers? <- read this instead]

So what are your odds if you play every week? I’m going to answer this question by actually answering a slightly different question that is essentially the same thing (stick with me, we’ll get there).

## Are My Chances Of Winning Better If I Play Less Often..?

**[Q]** The chances of winning my lottery game are about 1-in-13 million (it’s a 6 from 49 game). If I buy 4 lines in one draw then my chances are 4 times better, so about 4-in-13 million. But if I buy 1 entry for 4 weeks, aren’t my chances exactly the same 4-in-13 million?

**[A]** Your figures are not quite right. If you play once a week for 4 weeks the probability is not 4-in-13 million, it’s actually slightly less than that.

Think of it this way. If you played the lottery once a week for 13 million weeks, would you be guaranteed 100% for certain to win the jackpot? The answer is – no. Because you still only have a 1-in-13 million chance in EACH draw. So it’s perfectly possible to play 13 million times and never hit the jackpot. Fact π

Alternatively if you played 13 million lines in one single game, you would definitely win. Because all the combinations are covered.

If you think in terms of dice it’s much easier to get your head around. If the prize is $1 million – which would you rather bet on:-

- roll the dice 6 times and pick 1 number each time
- pick 6 numbers and roll the dice once

I think you’d probably take option 2… π

## Here’s The More Detailed Explanation

Lottery draws are *independent* events, as the result of this weeks draw is not changed by last weeks draw.

An example of a *dependent* event would be drawing cards from a deck of cards without replacing them. The odds depend on what happened before. When you first draw a card your chances are 1-in-52 of getting the Ace of Hearts. But when you draw again things have now changed. Now there are only 51 cards in the deck. So your chances improve to 1-in-51.

With a lottery game the number of balls is the same every time. So the draws are independent and the odds for each draw do not change.

[**Sidenote:** your *overall* odds are a different thing, as that involves calculating multiple events, not just a single event.]

Mathematically speaking, if you are calculating independent events you multiply. For dependent events you add.

So to work out the chances of winning in *any* of the 4 weekly draws, you need to work out the probability of winning in each draw and then add them together.

At first glance this might seem like 1/13 million x 1/13 million x 1/13 million x 1/13 million – **but it isn’t**, because that would be the probability of winning in **all 4 draws** and you’re interested in winning ANY of them!

So what you actually need to calculate are these 4 possible outcomes, and add them together:-

Outcome 1 -> Draw 1 – Lose, Draw 2 – Lose, Draw 3 – Lose, Draw 4 – **Win**

Outcome 2 -> Draw 1 – Lose, Draw 2 – Lose, Draw 3 – **Win**, Draw 4 – Lose

Outcome 3 -> Draw 1 – Lose, Draw 2 – **Win**, Draw 3 – Lose, Draw 4 – Lose

Outcome 4 -> Draw 1 – **Win**, Draw 2 – Lose, Draw 3 – Lose, Draw 4 – Lose

Technically you would also be interested in adding the chances of winning in more than 1 draw too (i.e. lose, lose, win, win etc), but it doesn’t make much difference to your chances (just to your bank balance!).

## TIP: The Boost Your Chances Of Winning Bit!

The bottom line is that your chances are marginally better if you play the same total number of entries but play them in less draws.

For example, if you normally play 10 combinations in 2 draws every week. And you switch to playing 20 combinations in just 1 draw instead. That costs you exactly the same money, but your overall chances of winning are now better than they were.

So for no extra cost you can get a better chance of winning. This effect is greater the larger your number of entries.

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Thrifty// Jul 7, 2010 at 3:30 amYes, your chances are better, but you win less jackpots when you play less often. Remember you win the lottery by just being a player. There is no need to buy multiple tickets.

Lottery-Guy.com// Jul 1, 2011 at 1:14 amI think most people would be happy winning just one jackpot. And playing less often does give you a better chance of that happening.

Thrifty// Dec 16, 2011 at 12:11 amYou are right 1) playing the lottery less often for more lines is better than 2) playing the lottery more often for less lines.

You also avoid the following situation.

[Edit: depressing copied bit removed… ’tis the season to be jolly after all :-)]

ChrisAStoll// Jan 28, 2013 at 1:42 amThrifty’s second comment is correct. If you save your lottery money and buy a bunch at the same time when the jackpot is higher you are more likely to win than if you buy one every week.

LG// Jan 28, 2013 at 5:45 pmYes, that is correct, i.e. playing the same number of combinations less often increases your overall chances. Slightly.

(Just for clarity – the size the jackpot has reached doesn’t make any difference to the odds. Although it can increase the chances of sharing a jackpot as big rollovers sell a lot more tickets)

ChrisAStoll// Jan 28, 2013 at 1:38 amEntering into different lotteries will not increase your odds of winning. It’s simple math; if entering into one lottery gives you a 1 in 3 million chance of winning, then entering into 4 lotteries gives you a 4 in 12 million chance of winning. Your chances are increased but the odds remain the same. Sadly, Thrifty is incorrect in their presumption. The only way to increase your odds of winning is to buy multiple tickets at the same time.

LG// Jan 28, 2013 at 5:41 pmHey Chris

There’s a bit of confusion here.

So just to be clear, buying tickets in more than one game will increase your overall chances of winning.

Your maths isn’t right for calculating the odds of playing multiple games. These are independent events. So you need to calculate the total odds of winning in any of the games (including the odds of winning more than one).

ChrisAStoll// Feb 4, 2013 at 2:29 pmTrue; I wasn’t trying to say those are the exact odds. I was only trying to explain that while you increase your chances of winning because you are playing multiple games, it wouldn’t necessarily increase your ODDS because there are now more chances to lose as well. While if you buy tickets in the same game, your chances of losing go down with every ticket purchase.

LG// Feb 4, 2013 at 7:33 pmHey Chris

If you’re saying what I think you’re saying, then yes, you’re agreeing with my article above… right? π

I’m a bit confused though by your distinction between chances of winning and odds – the odds are your chances of winning.

Jonathan// Feb 10, 2016 at 2:19 amAre your chances better if you play more lines in less draws? In other words do you have to play the lottery everyday in order to increase your chances of winning? I have been playing 3 lines for every draw but I was thinking about playing 4 lines for just 5 days instead of playing everyday. I just figured that If i didn’t play everyday then I would not have a good chance of winning compared to playing everyday.

LG// Feb 10, 2016 at 4:28 pmYour chances are slightly better if you play the same amount of entries in less draws. I cover this in more detail in my free tips here. But also factor in what is fun – is it fun playing every single day..? Would it be more or less fun playing 5 times a week? Or once a week?

Rico// Mar 31, 2016 at 2:58 pmRecently I won $ 20.00 on a lottery scratcher and 5.00. I missed 2 on Daily 4.