Day trip from Norman to Denton
Denton lies 225 km (140 mi) south of Norman, in the same time zone. What the numbers say about getting there.
At 225 km (140 mi) apart, Denton is a realistic day trip from Norman: about 3 h 40 min each way by road.
| Norman | Denton | |
|---|---|---|
| Country | United States | United States |
| Population | 128,026 | 131,044 |
| Elevation | 361 m (1,184 ft) | 206 m (676 ft) |
| Time now | UTC-5 (America/Chicago) | UTC-5 (America/Chicago) |
| Postal codes | 73019–73072 | 76201–76210 |
What to see in Denton
| Sight | Visitors a year | Year |
|---|---|---|
| Denton Public Library | 522,592 | 2016 |
The busiest is Denton Public Library at 522,592 visitors in 2016. Figures are the latest each site has published, so they are not all for the same year.
Where to book tours and tickets in Denton
We take no bookings for these providers and hold no reservation with them. The provider you choose handles payment, confirmation, changes and refunds. How that works.
Staying in Denton
Live rooms and prices for Denton are in the search below.
Book a hotel in Denton
Live rooms and prices from our booking partner, booked and paid for here. Free cancellation is marked where it applies.
Common questions
How far is Denton from Norman?
225 km (140 mi) in a straight line, south of Norman; by road roughly 275 km (171 mi).
How long does it take to get from Norman to Denton by road?
About 3 h 40 min, estimated from distance and typical speeds. Timetables and traffic decide the real figure.
Is there a time difference between Norman and Denton?
No, both are on America/Chicago at the moment.
Where these facts come from
- GeoNames (CC BY 4.0): population, elevation, time zone, postal codes
- Wikidata (CC0): area, sister cities, visitor numbers, heritage listings, stations and ports
- OurAirports (public domain): airports, runways
- Natural Earth (public domain): map outlines
Data compiled 14 September 2026. Hotel and hostel figures are from our booking partner’s catalogue on that date. Journey times on this page are estimates from distance, not timetables; check the operator before you rely on one.