A Penny Saved: Psychological Pricing
blog.gumroad.com
blog.gumroad.com
I don't care how much money the shop is getting, as opposed to the state. All I want to know is how much money I'm going to be spending to get the thing, and I don't want to have to do calculations to work it out.
Better data would be the same product sold in .99 and .00 versions. I imagine the conversion rate differences wouldn't be so dramatic in that chart.
This guys appears to have reviewed a number of studies and concurs. BUT...he also thinks that "round" pricing may support luxury branding better. That's partly why you probably can't do simple pricing difference between the same product at the same store.
http://www.sciencedaily.com/releases/2011/09/110906144036.ht...
More about the topic: http://www.quora.com/Pricing/Do-prices-at-99-instead-of-1-00...
I assume it was tax-related, because forking over cash and getting shitty amounts of coins back is not something that's common in Australia, but a necessity of the way Americans do retail - and a .99/.95 regime helps avoid that. There's no 'leave a penny/take a penny' tray in Australian retail culture, for example. This reasoning is admittedly idle speculation, IANARetailer.
There wasn't one when I was a boy in the US, at least not that I remember. I think that they started to be a thing around the time I graduated college, and of course they're now everywhere. Just today I paid for some coffee and got back an integer number of dollars because the clerk made up the cost. Of course, it was in her interest, because I throw change or a dollar into the tip jar when the tab is small enough that the tip is less than a dollar.
Any number that looks like a price (currency sign nearby with a .99) is automatically rounded up to the next integer when displayed in the browser.
Maybe the effect goes away if we walk away and remember the price as $80, though.
When I look at the price of a pack of gummy bears and it's $1.96 I am forced to think $2. Then I have to keep in the back of my mind the fact that if I pay with cash I'm getting bad change and then I think what am I going to do with 4 cents?
I may get overly annoyed by this but please list actual prices. $1.96 is $2.
When prices don't include tax I don't bother with the calculation so I don't even know how much it's going to cost. Then I try and spend all the stupid change people keep giving me and people are impatient that I didn't count it ahead of time. You know maybe I would if I had known what the price was going to be even a moment before I was being asked for it. In most cases if it wasn't out of necessity I wouldn't shop at any of these places.
If anyone has done controlled tests of this effect and seen comparable results, I'd love to hear about it.
* 99p may fool less numerate customers into believing they are paying less than they are. A fair proportion of the general population are not numerate enough to add £1.99 and £1.99. If these are in your target market and you find that ethically OK, you may be profiting from that. [Edited to add: sum deliberately chosen from experience; coincidentally matches article data]
* "Random" prices such as 86p can give a psychological sense that you have cut off as much as you can (even if you really haven't), attracting savvy shoppers, as long as you have a reasonably trustworthy brand on this point.
* Pricing even a penny or two less than the competition will attract price sensitive customers, particularly online. A lot of the general population are indeed price sensitive and are able to compare prices thanks to the internet. This depends on whether your level of service is perceived as reasonably comparable/fungible.
* Round prices e.g. £100,000 can give a sense of luxury or quality - you are not discounting because you are providing a high value product. Discounting often undermines any perception of quality - it's plausible that you would make fewer sales at £99,999
* a few pence difference is a bigger hit on (much bigger percentage of) your retail profit margin than it is on the customer's pocket. Research shows inconclusive results, and if it's not costing you sales, you should probably not take off the pennies.
It's interesting to compare this to the neighbour thread about developer rates - I doubt there are many developers charging £49.99 per hour [Edited to add: it's not even possible to select that as an option!]
There are two reasons. The round price is an honest price, nobody has tried to fiddle the price to look less than it is by putting the 99 in there. Secondly, for those shopping to a budget, e.g. not planning to spend more than £20, then it is a lot easier to add up round figures than lots of £x.99's.
The one that I don't understand is £x.95. Why would a retailer want to put (say) a thousand items through the till at £x.95 when they might as well be £x.99? 1000 * 4p is £40. That might not seem a lot of money, however, at minimum wage(!), that is enough for some extra pair of hands on a busy Saturday.
With online retail a lot of websites charge round figures for delivery and services such as gift wrapping. I can see the sense in that, however, it would be good to see an A/B test from a major retailer to see if getting that wrong means more customers bailing out at checkout.
Safeway does this a lot.
What got me was that a 12-pack of certain replacement razors was more expensive than three four-packs. I distinctly remember that one, having done a double take and checking my math with a friend.
For cash-handling shops, with .95 prices there is a higher probability that the final total will end on a 'silver coin' mark, rather than a 'copper'.
Handling copper coins is extremely expensive due to their bulk versus low value. The fewer the better.
Does that mean they won't allow it in the future?
$3.29 appears especially cheap. The cheapest-looking price point between $3 and $4 is probably $3.19 or $3.29. ($3.09 isn't as cheap-looking, because the '0' adversely anchors the 3.
There is a trade-off in the appearance of simplicity, of course. If you're selling cars, for example, you get more mileage (no pun intended) out of $29,500 than $29,999.99. Restaurant menus are one example of that, wherein whole numbers ending in '8' and '6' seem to be favored (18, 28, 36).
Compare http://www.economist.com/news/briefing/21588057-scientists-t...