What are United miles worth? (towards domestic economy flights)

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I’ve developed a new process for determining the reasonable redemption value of airline miles.  Separately I published my findings for Delta and and American Airlines.  We’ll expand this process to other airlines and also repeat the processes regularly so that we can keep track of values over time.  For this exercise, I found that United miles are worth 1.1 cents each, on average, towards domestic U.S. flights.

a white airplane on a runway

At Frequent Miler, we keep a database of point valuations (we call these “Reasonable Redemption Values“).  These are point estimates of airline miles, hotel points, transferable points, and more.  The idea is that we try to identify the value at which it is “reasonable” to get that much value or more from your points.  This information is critical for making informed decisions.  In fact, it’s a key component of the First Year Value information shown on our Best Credit Card Offers page, and it’s similarly used to show which cards offer the best value for everyday spend, and which offer the best category bonuses.

a map of the united states
Image courtesy of Great Circle Mapper. Shown above are the airline markets used to estimate airline mile reasonable redemption values.

Reasonable Redemption Value Process for Airline Miles

Most airline miles are redeemed in the United States for domestic flights.  To identify the value of redeeming miles for domestic flights, I put together a list of 8 of the busiest airports (or airport markets) in the United States which are also spread out geographically across the lower 48 states.  The airports and airport markets I selected are:

  • New York Metro Area (NYC)
  • Washington DC Metro Area (WAS)
  • Atlanta (ATL)
  • Los Angeles (LAX)
  • Chicago Metro Area (CHI)
  • Dallas Fort Worth (DFW)
  • Denver (DEN)
  • Seattle (SEA)

I then setup a list of airport pairs so that one-way flights between every airport (or metro area) listed above was accounted for.  This resulted in a list of 28 airport pairs.

For each of the 28 airport pairs, I used the airline’s website to search for a one-way flight and recorded both the cash price and the mile price (plus fees).  Since we’ll be collecting data at different times for different airlines, I made up a process for picking a flight departure date:

Departure date: Look 3 months from today’s date and find the closest Wednesday.  For example, if it is currently March 17 2021 when collecting data, then look forward to June 17 and find the Wednesday closest to that date (June 16, 2021).

For any given airport pairing and date, there are usually many flight options.  In order to identify a specific flight for each airport pair, I came up with a scenario to try to make a realistic real world choice.  The idea is that the person booking the flight doesn’t want to have to get up too early in the morning, prefers nonstop flights, wants an actual seat assignment in advance, and would like to arrive before 5:30pm in order to make it to a late dinner.  So, I used these rules as a guideline:

  1. No flights before 7:30 am (6:30 from west coast flying east)
  2. Arrive no later than 5:30pm
  3. No more than 1 stop (prefer nonstop)
  4. Prefer cheapest flight
  5. Prefer shortest connection
  6. Never pick basic economy
  7. No preference for particular airport in a metro area (this last rule was the least realistic, but useful for collecting the data quickly)

In some cases, the best option will slightly break the rules, but I’ll pick that option anyway based on the idea that most people would do the same.  For example, if a flight arrives a bit after 5:30 pm but is significantly cheaper than the alternatives, I’ll take it.

Calculations

For each flight, I recorded the following pieces of information:

  • Cash price
  • Cash ticket miles earned (Non-elite members earn 5 miles per dollar)
  • Award miles required
  • Award fees ($5.60 TSA fee)

With the above, I calculated the Cents Per Mile (CPM) value, as follows:

  • CPM = 100 x (Cash price – Award fees) / (Award miles required + Cash ticket miles earned)

By including the cash ticket miles earned in the above formula, we calculate a more conservative value for our miles.  The idea is to account for the fact that when you book an award ticket you give up earning miles from that flight and so the cost in miles to you is both the award cost plus the miles not earned from a cash flight.

Findings

I calculated the CPM, as described above, for all 28 flights via United.com.  Here are the results:

  • Median CPM: 1.1
  • Minimum CPM: 0.6
  • Maximum CPM: 1.2

Unlike with Delta, the median CPM didn’t vary much by airport.  In fact, 7 out of 8 airports had the same median CPM as overall: 1.1.  The only outlier was Los Angeles (LAX) with a 1.0 CPM.

Conclusion

The exercise described above resulted in a new Reasonable Redemption Value (RRV) for United miles.  Where we previously pegged United miles at 1.3 cents each, we now list United miles as being worth 1.1 cents each.  Update: Due to the considerations I posted recently (Undervaluing airline miles) I’ve decided to delay updating the RRV until we have a resolution.

Please keep in mind that this does not mean that you will get 1.1 cents per mile value from your United miles.  Most likely, you’ll sometimes find better than 1.1 cents per mile value and sometimes you’ll find worse.  And that’s specifically with domestic flights.  When booking international flights, especially in business class, I expect that you’ll find opportunities for far more value.

My goal is to calculate RRVs for most popular airline and hotel programs, and to update the values regularly.  Eventually I’d like to automate the processes described above, but for now I consider this a work in progress and so a manual process makes sense.  I expect that when I tackle other programs I’ll find that I need to alter the process a bit.  Once we have a single process that works across multiple programs we can then automate it and update values more often.

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Andrew

I like this thoughtful new approach. One of my biggest issues with getting decent value from United points is that I’d often have to connect through multiple airports and spend 15 hours traveling, which made me very skeptical of the point values that were being published around them. Thanks for doing this!

DSK

Would it be fair to say that this is the reasonable redemption value for economy tickets on Delta, American and United in the continental United States? My next three air trips are on miles in the continental US (miles because I don’t want another voucher if I need to cancel), and yes, the values I am getting are terrible–similar to your numbers. I am only using miles due to the uncertainty surrounding the pandemic. However, using AA miles, I’ve gotten outstanding value pre-pandemic primarily in J on long-hall flights on AA metal as well as Cathay Pacific, JAL, Qatar (Q-Suites) and Qantas (as well as four cancelled fligths on Etihad due to the pandemic). Same using United miles long-hall primarily in J on United, SAS, Brussels, Lufthansa and Thai (as well as EVA and Asiana but that also got cancelled due to the pandemic). I also had two trips to Aruba on Delta in F using SkyMiles that got cancelled due to the pandemic that were a great value. When international travel really opens up again (no tests or quarantine or arm bracelets to enforce quarantine), would you expect these values to go up when we can use our miles for their intended purpose, at least for those of us invested heavily in “the hobby”?

DSK

If you could pull that together (either or both new metrics), that would be fantastic! Thanks.

LarryInNYC

While I accept that the vast majority of flyers redeem for domestic economy is that also true of your readers? I don’t even think of using miles for domestic flights (except Southwest). I’m focused entirely on high-value international travel. Of course, that’s much harder to model due to sweet spots, highly variable ability, etc.

Jon

Good stuff. I appreciate the systematic approach!

Gene

United miles are worth less than Delta miles? That is a very surprising conclusion.