Pound for pound 99p is worth every penny
‘Supermarkets, and also chemist chains, have started to rely on distinctive red stickers and very clear £1 or £2 prices in a bid to attract shoppers on a budget, as well as those consumers fed up trying to work out complex deals. One-in-four of all products sold by Asda is now either £1 or £2.’
The Daily Telegraph, June 5
What’s their game, eh?
Always the right question when dealing with supermarkets. They know what they’re doing when it comes to slapping a distinctive red sticker on a pack of chicken wings.
I thought prices always ended in 99p. Is this just an excuse to fatten their margins?
I think it’s a safe bet that most self-respecting retailers will charge as much as they can get away with, but that with every price increase they will expect to lose some customers. A key skill for those who set prices is to pick the perfect compromise between losing margins and losing customers.
And yet the perfect point often seems to end in 99p.
Indeed it does. There are three main theories as to why it makes sense to end prices with a “9”. The first is an explanation favoured by economists because it works even in a perfectly rational universe. Product prices with 99p endings are difficult to pay for with exact money; the shop assistant will almost always have to make change.
Why is that a good thing?
Because it means the sale must be recorded to open the register. The shop assistant can’t just hand over the product and trouser the cash.
Cunning. That’s not really why product prices end in 99p, though, is it?
Probably not – perhaps it once was, but in a world of credit cards, e-commerce and self-checkout, the story does not really fit. We need to look for a psychological explanation.
Not very true to the spirit of economics.
On the contrary, behavioural economics is très chic these days. And there are two theories at play here. The first, called the “left digit effect”, suggests that consumers can’t be bothered to read all the way to the end of a price. “£79.99” reads as “70-something pounds”. The alternative theory is that a price ending in 99p is simply a shorthand for good value.
Which explanation is correct?
The Telegraph’s story makes sense if the “shorthand” theory is correct. It’s easy to imagine that the shorthand for a bargain was once a 99p price, but now it’s a nice round number thanks to the pound shops.
It may be easy to imagine, but is it true?
Two business school professors, Eric T. Anderson and Duncan Simester, published the results of some field experiments in 2003 in which they had teamed up with a mail order company and manipulated the advertised prices. A $59 dress, for instance, would sometimes be priced at $54 or $64 instead. Mr Anderson and Mr Simester found that prices ending in “9” were more likely to find buyers, relative to the prices ending in “4”. This was always true but particularly if the product in question was something new. That last fact does suggest that the “9” was conveying overtones about an unfamiliar product. It’s some support for the “shorthand” theory. But there’s a catch.
Which is?
Several studies support the more intuitive idea that consumers simply ignore the pennies and round down. Whatever the reason, the fact is that 99p endings are extraordinarily common and they appear to attract consumers.
But The Telegraph says that many products are now rounded to the nearest pound.
Not quite. The Telegraph says that 16 per cent of items sold by Tesco, Sainsbury’s or Asda are priced at £1 or £2. It doesn’t reveal the pricing of the other 84 per cent. There’s no contradiction between that statistic and the typical finding in the marketing literature, which is that prices ending in a “9” make up between one-third and two-thirds of all products on sale and most of the other products have prices ending in “0” or “5”.
So has The Telegraph spotted a non-existent trend?
That’s harsh. There might be a trend, but this fundamental rule of marketing hasn’t changed. I spotted a similar story in a couple of other newspapers. The Daily Mail headline was “Asda axes the 99p price ploy”, while the Sunday Times went for “Stores abandon 99p sales ploy”. They were published in May 2000 and October 1995. We’ve been here before.
Also published at ft.com.





28 Comments
Guy says:
In Sweden we have shelf prices quoted in amounts that cannot be paid as the necessary coin denominations don’t exist. The sum is then rounded at the payment stage. I haven’t seen any studies similar to those referenced that might be more instructive because of the extra pricing dimension (limitation) here.
9th of June, 2012John Grout says:
I used to FD of the global Cadbury business when it was half of Cadbury Schweppes. For child self purchase in those days a child might have 20p to spend. A 19p bar allowed a penny chew too. A 20p bar, no chew. A 21p bar, no bar. Adults remember the virtue of the odd penny, even if no longer into chews.
9th of June, 2012In my own childhood, farthings (1/4d) had a similar role – and after farthings were abolished, sweet shops still priced in 3/4d and gave a chew as the change from 1d.
https://twitter.com/#!/BarryOblivion says:
May have been more interesting if you had given the percentages of stores offering 99p and rounded pound products in 1995/2000, then compared.
If this is a trend, then frankly this is more to do with inflation and the prohibitive cost of handling coins. For this very reason, hasnt Canada phased out the penny?
9th of June, 2012Ray Perkins says:
As someone who sets prices on a regular basis, let me share my thought processes. I have never conducted an experiment on the effect of £1,000 v £999. However, the latter figure clearly looks smaller (fewer digits). The cost to me of shaving an extra digit from the price is £1 off the profit on the item (0.33%, if my margin is 30%) If the effect is sufficient to increase sales by more than 4% then I end up in pocket.
9th of June, 2012For higher value items, I am also aware that customers have limits in terms of the value of orders that they can sign-off. In these circumstances, there is a real, tangible difference in £9,999 (below) and £10,000 (above).
Olly says:
Perhaps the more interesting point, that no journalist seems to have picked up on (probably because none of them shop there) is that Iceland consistently prices products at £1, £2, and divisions of 25, 50 and 75p. I can’t say I’ve checked every product, but a fair few work that way.
9th of June, 2012That must be intentional, indeed they promote that they have “round prices” to help people budget.
Perhaps ASDA etc are trying to target this market?
Austin says:
I remember a thing, from either new scientist or another one of your posts, that a study compared the sale prices of cars at an auction vs the odometer reading. The price decreased roughly linearly until it crossed a 100 gap. So going from a 99 to a 00 caused a huge drop. They suggested that it was because we only really look at the left hand digit for most things.
9th of June, 2012Alison says:
In Australia, we did away with 1c and 2c coins long ago, and prices are rounded up or down to the nearest 5c at the cash register. I think this adds a confounding factor to both your explanations.
Many products are still priced at $X.99. But if I want to capture the value of that 1c saving, I have to either pay with a credit or debit card (more hassle, less impulsive, often incurs a fee for the transaction); or I have to buy four other items that are also priced $X.99 so that my ‘saving’ adds up to 5c (the smallest denomination coin).
The absence of small coins should make it MORE likely that that the transaction isn’t recorded (explanation one) – but I’m not aware of this ever having being raised as an issue.
(PS – it’s very hard to comment on your site from a mobile device because the comment field doesn’t resize or scroll)
10th of June, 2012Retail Analyst says:
It’s also worth considering the other side of the coin (sorry!) which is that figures ending in a nice round 0 convey a feeling of quality just as much as the 99 conveys ‘value’.
This change away from the 99p to the 0 in retailers that have traditionally been value focussed coincides with a recent rebranding of their own value ranges (Sainsburys, Asda, Morrisons and now Tesco). Gone are the simplistic and bold colour schemes announcing to all that you are a ‘value shopper’ and replaced with something more discrete and a lot more ‘Waitrose Essentials’.
99p might have been an acceptable pricing for a Tesco Value cottage pie that makes no claims to offer anything other than value. But perhaps £1 is the better price point for an ‘Everyday Value’ meal that seeks to blend overtones of quality with its ‘everyday low cost’.
10th of June, 2012athEIst says:
When the new very large tres-chic patio umbrellas were first available at Home Depot they were $999.99. (They are now down to $399.99). Down $600 but still sporting the .99!
10th of June, 2012Patrick says:
Here is a paper that gives evidence of the left-digit effect: http://www.rotman.utoronto.ca/facBios/file/Lacetera_Pope_Sydnor_Final.pdf.
It shows that cars lose their value when their mileage experiences a left digit change.
This seems like the best explanation to me.
10th of June, 2012bradbell.tv says:
£79 v £80: surely 70-something sounds deceptively less than eighty-something, regardless of the number of digits. I recommend defensive comparison shopping: when the seller says £79, write down £80. Ending-in-9 is a Jedi mind trick.
10th of June, 2012bradbell.tv says:
Sorry – tired and mobile and tangential.
10th of June, 2012Rory Sutherland says:
The other reason cited for the popularity of pound shops is that, when you are shopping on a budget, the mental arithmetic is made very easy.
Round-pound pricing might ruin a rather good joke, though.
Q. How much does shampoo cost in Romford?
A. Pantene.
11th of June, 2012Asif Dowla says:
You are forgetting the tax. With sales tax added the price will be higher than $1. So, the theory about giving changes does not hold water.
11th of June, 2012Tim Harford says:
Asif,
11th of June, 2012In the UK, prices are tax-inclusive.
Best
Tim
Reuben Swartz says:
Nice article. Personally, I think we are accustomed to looking at the left-most digit and we get anchored to that digit, rather than rounding up. I wonder how much of this is inherent in our less-than-entirely-rational brains, and how much is based on our custom of having prices end in 9′s.
11th of June, 2012Asif Dowla says:
Tim:
Thanks for the reply. So, your theory applies only in the UK?
12th of June, 2012Rod Dalitz says:
“Because it means the sale must be recorded to open the register. The shop assistant can’t just hand over the product and trouser the cash.” – False, any intelligent sales assitant would prepare a pocketful of pennies.
12th of June, 2012Tim Harford says:
Rod,
12th of June, 2012I love the idea of sales assistants making change from their own pockets with nobody remarking on it…
Tim
Andrew Ryan says:
What amuses me is that in America they set the price to $x.99 BEFORE they add the tax. Therefore virtually everything you buy will come to so many dollars and 17 cents, or $15.11 – nothing approaching a round figure. This means you always get a handful of change, exacerbated by the fact that the US currency has no coins worth more than 16p.
All this is further evidence that the 99c/99p strategy has nothing to do with making sure some kind of change is required.
14th of June, 2012Michael Meakes says:
I find that I always go for the unusually priced items, in fact anything other than a 0, 5 or 9.
14th of June, 2012I somehow think that they haven’t just rounded up, and even though I’m probably wrong most of the time I can’t help but do it.
Hugo Istay says:
What about petrol? Prices always end with 0.9p – since when have we been able to pay in one-tenths of a penny?
14th of June, 2012Dan says:
@ Asif, no sales tax is only applied in the US. In the rest of the world you have to tell people the total cost of a product before they pay for it. Which is how sane people like to operate.
14th of June, 2012Cotswolds B&B says:
I think a value looks cheap (in the negative sense of the word) if I see a rounded up price. I’m obviously a victim of years of 99p numeracy theory.
14th of June, 2012Cotswolds B&B says:
“If the effect is sufficient to increase sales by more than 4% then I end up in pocket”
Studies show it makes about 15% difference.
14th of June, 2012Douglas Brown says:
Maybe £1 looks cheaper than 99p because there is only one digit and 1 is less than 9.
15th of June, 2012Barbara says:
I’ve got the arithmetical equivalent of dyslexia so I always round up mentally to a whole number. It’s easier to do comparisons etc. £x.95/98/99 price tags drive me mad. They’re also insulting if you think about it for two seconds.
15th of June, 2012Greg Duke says:
I agree with Hugo Istay on the petrol / diesel issue. when fuel first went above £1 per litre i thought the price would finally be rounded to the nearest penny but no, they just bought in new signs to accommodate the extra 0.9p. what difference does the 0.1p/l really make to anyone’s choice? does anyone know when the xx.9p/l pricing was brought in and by who? would be interested to know….
22nd of June, 2012