Measured September 29, 2026
Columbus. 26 booking sites, all-in price per night for Nov 3 to Nov 5.
Vio.com, goseek.com and Etrip.net tied for cheapest at $85 a night all-in, $13 (13%) below the going rate of $98.
None of the cheapest listings names a room. Check the room and the cancellation terms on the site before you book.
Check today's price for your datesFree, in your browser, no install.
Going rate: $98 a night all-in. The going rate is the price the largest number of listings that named a room or offered free cancellation agreed on (ties go to the lower price).
| Site | All-in per night |
|---|---|
| Vio.com | $85 |
| goseek.com | $85 |
| Etrip.net | $85 |
| TravelUp | $96 |
| Reserving | $97 |
| Expedia.com going rateroom: “Standard Room” | $98 |
| Booking.com going ratenames a room | $98 |
| Hotels.com going ratefree cancellationnames a room | $98 |
| Travelocity.com going ratenames a room | $98 |
| Hotel's own site going rate | $98 |
| Super.com going rate | $98 |
| Tripadvisor.com going rate | $98 |
| Priceline going rate | $98 |
| Skyscanner going rate | $98 |
| Trip.com going rate | $98 |
| Long Stay Discounts going rate | $98 |
| Orbitz.com going rate | $98 |
| Hotel Booking Zone going rate | $98 |
| Wego going rate | $98 |
| CheapTickets.com going rate | $98 |
| Agoda going ratenames a room | $98 |
| klook going rate | $98 |
| Kiwi.com going rate | $98 |
| Luxury Escapes going rate | $98 |
| eDreams going ratefree cancellation | $98 |
| HomeToGo going rate | $98 |
One snapshot on September 29, 2026 for Nov 3 to Nov 5, 2 adults, US market, USD. Prices change daily.
All-in means taxes and fees included, as each site reported them to Google Hotels. Each row is that site's lowest listing. Hotel's own site is the seller Google Hotels lists under the hotel's name. The snapshot kept up to 28 listings per hotel, so sites priced above these may be missing.
How we measured this
This table is one hotel from our price study: the same stay priced on the booking sites Google Hotels listed, at hotels in 25 cities. Method: the hotel price dispersion study.