How far is Fraser, CO from Aurora, CO?
Fastest route
The journey from Fraser, Colorado, USA to Aurora, Colorado, USA takes approximately 1 hour and 41 minutes, covering a distance of 85.2 miles.
Directions
- Head north on Leonard Ln toward Byers Ave.
- Turn right onto Eisenhower Dr.
- Take the second cross street to turn right onto US-40 E/Zerex St.
- Follow US-40 E and I-70 E to CO-30 W/E 6th Ave in Aurora. Take exit 9 from I-225 S.
- Use the right three lanes to take exit 282 for I-225 S toward Aurora/Colo Spgs.
- Use the right two lanes to take exit 9 for CO-30/6th Avenue.
- Turn right onto CO-30 W/E 6th Ave and then turn right onto Vaughn St.
Facts
- 🚗 The total distance of the journey is 85.2 miles.
- ⏱️ The estimated travel time is 1 hour and 41 minutes.
- 📍 The fastest route is via US-40 E and I-70 E.
- 🚦 Due to traffic conditions, the suggested route is the fastest at the moment.
- 🗺️ The journey starts in Fraser, Colorado, USA, and ends in Aurora, Colorado, USA.
- 🛣️ The route passes through Clear Creek County.
- 🚙 It is recommended to continue on Clear Creek County and follow the given directions for the optimal route.
Distance by Flight
Shortest distance between Fraser and Aurora is 54.36 miles (87.48 km).
Flight distance from Fraser, CO to Aurora, CO is 54.36 miles. Estimated flight time is 00 hours 10 minutes.
It takes 00 hours 09 minutes to travel from Fraser to Aurora with an airplane (average speed of 550 miles).
Driving distance
The driving distance from Fraser, Colorado to Aurora, Colorado is: 85.37 miles (137.39 km) by car.
Driving from Fraser to Aurora will take approximately 01 hours 43 minutes.
#1 Fraser
Town in Colorado, USA
| Population | 1348 |
|---|---|
| GPS Coordinates | 39°56'42"N 105°49'2"W |
| Latitude | 39.9449900 |
| Longitude | -105.8172300 |
| Altitude | 2615 |
| Country | United States |
#2 Aurora
The third most populous city in Colorado and the center of the Denver metropolitan area. It is located east of Denver. Aurora is known for its growing population, its diverse culture, and its many attractions, such as the Aurora Municipal Center and the Aurora Fox Arts Center.
| Population | 387377 |
|---|---|
| GPS Coordinates | 39°43'46"N 104°49'55"W |
| Latitude | 39.7294300 |
| Longitude | -104.8319200 |
| Altitude | 1648 |
| Country | United States |
Ending point in Aurora: Vaughn Street (-104.831848,39.729486)
Estimated Travel Time Between Fraser and Aurora
The distance between Fraser and Aurora is 137 km if you choose to drive by road. You can go 01 hours 31 minutes if you drive your car at an average speed of 90 kilometers / hour. For different choices, please review the avg. speed travel time table on the below.
There is no time difference between Fraser and Aurora. The current time is 13:19:31.
| Average Speed | Travel Time |
|---|---|
| 30 mph (48.3 km/h) | 02 hours 50 minutes |
| 40 mph (64.37 km/h) | 02 hours 08 minutes |
| 50 mph (80.47 km/h) | 01 hours 42 minutes |
| 60 mph (96.56 km/h) | 01 hours 25 minutes |
| 70 mph (112.65 km/h) | 01 hours 13 minutes |
| 75 mph (120.7 km/h) | 01 hours 08 minutes |
| 80 mph (128.75 km/h) | 01 hours 03 minutes |
Gas Consumption
A car with a fuel efficiency of 8.3 l/100 km will need 11.4 liters (3.01 gallon) of gas to cover the route between Fraser and Aurora.
The estimated cost of gas to go from Fraser to Aurora is $10.97 (diesel $14.27).
Colorado gas prices.
| Gasoline | Mid Grade | Premium | Diesel | |
|---|---|---|---|---|
| Gallon | $3.64 | $4.03 | $4.33 | $4.74 |
| Total | $10.97 | $12.14 | $13.03 | $14.27 |
Take a look at our Gas Cost Calculator feature. It will figure out how much it will cost to drive this particular distance.
The average gas price (in Colorado ) per gallon of daily gas for calculations is $3.640 (Diesel $4.737) /gallon. Last changed prices on April 25, 2024.
How did we calculate the distance?
The place names are translated into coordinates to approximate the distance between Fraser and Aurora (latitude and longitude). Cities, states, and countries each have their own regional center. The Haversine formula is used to measure the radius.
