How the Practice of Pricing Fuel with 9/10th of a Penny Got Started
The practice of pricing fuel with a fraction of a penny is thought to have started around the 1930s. While we can’t be sure who was the first to price fuel this way, it seems to have become relatively commonplace across the United States all the sudden around the same time. So what happened? In short- taxes and the Great Depression.
The United States Congress first implemented a $0.01 gas tax in 1932 as a temporary measure, putting that money towards reducing deficits acquired due to the Great Depression. The tax was supposed to expire in 1934, but, as so often happens, Congress voted to extend the tax and raise it by half a cent instead. The tax now sat at $0.015 per gallon of gas.
Around this same time, gas station owners began breaking down the price of a gallon of gas by fractions of a cent, leading to the generally accepted theory that it was the fraction of a cent tax that resulted in gas station owners almost universally beginning to price their gas this way.
While a fraction of a cent is decidedly inconsequential today, at least as far as an individual consumer is concerned, when this practice began, gas cost around $0.10 per gallon (about $1.75 today); so the change of the price by even a fraction of a cent was significant in terms of getting people to come to your fuel station instead of a competitors. Rounding up or down by a full cent (which would be about an 18 cent swing per gallon in today’s money) also greatly affected the bottom-line of the particular fuel station.
Today, federal gas taxes continue to add up to fractions of a penny. For instance, according to the U.S. Energy Information Administration, in 2014, the federal gas tax was $0.184 per gallon while the average state gas tax was $0.2412 per gallon. But given that a difference of a penny per gallon isn’t going to greatly affect the ultimate price of refueling your vehicle, you might be wondering why fuel station owners don’t simply round up or down on the price of a gallon of fuel now-a-days.
As for the rounding down, while it’s insignificant to the individual consumer, that 9/10th of a penny per gallon does add up to quite a bit in the grand scheme of things, which is particularly significant as many fuel stations make very little off the fuel itself, sometimes even just a few cents per gallon; most of their profits come from the convenience store side of the business. Offering fuel is just a way to get people in the door. As for how much that 9/10th’s of a cent per gallon adds up to, in 2014, the fuel industry as a whole in the United States brought home an additional $1.2 billion with that 9/10th’s of a penny rather than rounding down to the nearest cent.
As to why they don’t round up, the answer lies in marketing. As silly as it seems when you stop and think about it for a second, that fraction of a penny does make a measurable difference in consumer behavior.
You see, pricing gas by the 9/10ths of a cent works a lot like when other stores sell items for prices ending with “.99”. Shoppers place much greater emphasis on the first number in a price and tend to ignore the least significant digits. So a price tag of $4.99 ends up seeming a lot cheaper than $5.00, even though people paying in cash often readily throw away that one penny they saved. For instance, researchers in France recently noted that, in their study, when they lowered the price of a pizza from 8 euros to 7.99, sales of that pizza increased 15%.
In the same way, when fueling up, customers only typically pay attention to the first three digits of the price. A price of $2.29 and 9/10ths gives the individual the impression that they are only paying $2.29 per gallon when they are essentially paying $2.30- two insignificantly different prices that nonetheless make a world of difference when a customer is picking a gas station to fuel up at. This allows the fuel stations to take advantage of the power of pricing things ending with a “9”, while effectively collecting the next penny up amount.
In the end, each one of those 9/10th of a cent per gallon gets tallied up with the ultimate result often including a fraction of a penny. While you might be tempted to think in these circumstances that the total will always round up to the nearest cent, according to the executive director of the National Conference of Weights and Measures, Don Onwiler, this isn’t the case and his inspectors have never come across a gas pump that always rounds up. As he stated, “The dispensers will always round to the nearest whole cent… In some cases, that means rounding up. In some cases, it means rounding down.”
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- According to Professor Robert Schindler of Rutgers Business School, ending prices with “.99” on items that normally were priced at whole dollar amounts started around the 1860s to 1870s in the United States. When this switch happened, round numbered prices were still used for full-priced items at department stores, whereas items that were on sale would commonly be priced with “.99” endings.
- To illustrate the power of ending a price with “9”, Dr. Eric Anderson of Northwestern University’s Kellogg School of Management, noted that, “…in our study involving the women’s clothing catalog, we were able to increase demand by a third by raising the price of a dress from $34 to $39. By comparison, changing the price from $34 to $44 yielded no difference in demand…”
- Gas station restrooms don’t typically have the best reputations today, but at one time, the cleanliness of restrooms at these establishments was used as a marketing tool. For instance, in 1938, Texaco advertised a cleanliness guarantee for all of the gas stations registered to the company. They hired and trained inspectors to ensure that the cleanliness standards were being met. Another company, Phillips Petroleum, started a similar program a year later, but both companies, very unfortunately, abandoned the programs a few years later.
- The state government in Iowa banned gas stations from advertising gas prices with the 9/10th at the end during the 1980s. The legislators called the practice deceptive; however, the ban was lifted just a few years after being enacted.
- Why Do Most Prices End in .99?
- First Gas Pump and Service Station
- The History of Fuels Retailing
- Why is a 99p price tag so attractive?
- Psychological Pricing: Why Do Most Prices End in 95 cents?
- The Psychological Difference Between $12.00 and $11.67
- Gasoline stations reap millions from less than a penny
- Pricing formula at gasoline stations doesn’t make cents
- Why do gas prices come with a 9/10 on the end?
- What Does the Little “9” Mean?
- Why do gas prices end with 9/10s of a cent?
- The Oil Price Roundup
- A Brief History of the Federal Gasoline Tax
- How much tax do we pay on a gallon of gasoline and diesel fuel?
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One upon a time on The Simpsons, there was a “discount” gas station that priced ending in 8/10.
See screenshot of the price sign: http://neogaf.com/showthread.php?t=948328&page=18
I think it’s funny when the price of gas goes up 2 cents people make a big deal about how much more it costs to fill up a common 17 gallon tank. 2centsx17=34 cents Even a big pickup with a 26 gallon tank is only 2centsx26=52cents
You mention the federal taxes are fractions of a penny. $0.184 per gallon is actually over 18 cents per gallon. Then with state taxes, you mix dollars and cents with “$0.2412 cents per gallon”. $0.2412 is 24.12 cents.
@Mark: Whoops, didn’t catch that “cents” on the end. Thanks for letting me know. Fixed!
Please can someone explain why it has to be a fraction and not a decimal?
.9 is so much neater and simpler, adding /10 every time feels unnecessary.
This appears to be uniquely American.
You mean you don’t know that decimals are beyond the comprehension of many Americans? I’ve heard people say plenty of times that their alcohol level was “two point oh” (more than twice the lethal level) when they meant “oh point two.”
Mike- I believe you meant “legal” level, aka .08 here. “Lethal” level is approximately .4. Way to show how americans can’t comprehend decimals 🙂
You can’t have two decimals in a single number.
The bigger question that is ignored is:
HOW can that last 1/10th of a cent tax be paid to the government ?
Seems like a full cent is being paid by consumers
yet that extra 1/10th cent is NOT being reported as income by fuel companies ?
Seems like a big tax evasion scheme to me. That motivation sounds
much more likely to me than just the consumer psych angle.
They take all those fractions of a penny and they tape them together before sending them to the government.
That’s where the phrase “pieces of 8” comes from …
It scarcely beggars believe that people are THAT stupid that they are more prepared to pay 7.99 for a pizza than 8.00!
Generally this practice seems to take advantage of the fact that people seem to be utter morons.
This story is plain misimformation.
$2.99 9/10th is not 9/10th of a cent.
It is $2.99 9/10gal gas is sold at 9/10 of a gallon .
You should get your facts streight befor publishing a story.
@lee from tennessee: Which part exactly is misinformation?
I have no clue where he got that idea but it is weird. Gas is not priced at $2.99 for 9/10ths of a gallon, if that is what he was trying to say. If so, a full gallon priced at $2.99 would cost $3.32 for a full gallon.
If I buy one gallon of gas at $2.99 and 9/10 of a cent, the gas station rounds up to the nearest whole cent and asks for $3.00 when I go inside to pay, because of course we do not have 1/10 cent coins. So I’ve then paid more than was advertised. Even if one can say that on average the effect is neutral due to sometimes rounding up and sometimes rounding down, it seems odd that this is accepted. If the price for an item in a grocery store was advertised at $2.99, no one would be okay with the store rounding up at the register and taking $3 from the customer, on the basis that they round down on other transactions.
This is a long story for just 9/10 of a penny. It looks the same as all the other articles on subject. The France piece where France sold more pizza because the price looked good does not mean that each consumer bought more pizza.
As true as this article may seem, think about this. Suppose you pump exactly 1 gallon of gas at $1.99 per gallon. You pay with $2.00. Are you not owed 1/10th of a cent? Yes you are. Now account for the millions of gallons pumped everyday. At 1,000,000 gallons there are now 1,000,000 1/10ths of a percent that have gone somewhere. That equals $1,000. Is this money going to oil companies or to retailers. When you consider the scale of this and over time it amounts to a huge fraud. Put that in your pipe and smoke it!