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Taxi from 28 Fairhill Ln to 12803 Old Fort Rd
Taxi services available for booking, to get from 28 Fairhill Ln to 12803 Old Fort Rd
Real-time Uber fares below can be higher than estimated average fares as they factor in rush-hour surcharge indicated in %.
uberX
20-27 $
~14 min waiting
uberXL
29-38 $
uberBLACK
54-70 $
uberSUV
67-86 $
Real-time Lyft fares below can be higher than estimated average fares as they factor in rush-hour surcharge indicated in %.
Lyft
15-24 $
~3 min waiting
Lyft Line
16-17 $
~3 min waiting
Lyft Plus
27-39 $
~16 min waiting
Lyft Premier
33-45 $
~19 min waiting
Lyft Lux
54-67 $
~19 min waiting
Lyft Lux SUV
65-79 $
~23 min waiting
Road distance: 21.84 km (13.57 miles).
Travel time: 19 min.
Taxi fare from 28 Fairhill Ln to 12803 Old Fort Rd
Below taxi fares are estimates and calculated using Taxi Rates in Indian Head. The actual number for your taxi fare between 28 Fairhill Ln and 12803 Old Fort Rd may fluctuate due to time of the day or night, weather and traffic conditions.
STANDARD
Approx. examples
Uber X,
Lyft,
Yandex Comfort,
Gett Economy
Price category
Fairly Cheap
Total fare:
~ 27.20 $
XL
Approx. examples
Uber XL,
Lyft XL
Price category
Fairly Expensive
Total fare:
~ 39.60 $
BUSINESS
Approx. examples
Uber Black,
Lyft Lux Black,
Yandex Business,
Gett Business
Price category
Very Expensive
Total fare:
~ 73.94 $
The cheapest taxi for this route will cost as low as ~ 27 $ for STANDARD class, with taxi fare going up to ~ 74 $ if you prefer to ride by very expensive BUSINESS class.
One more taxi option is XL class for 40 $.
Taxi price does not include any discounts or promotions that some taxi services in Indian Head might have. The calculated fare is subject to fluctuation due to various conditions, so be sure to have this estimate updated when using it as a price reference.
How far is it from 28 Fairhill Ln to 12803 Old Fort Rd?
How do I get from 28 Fairhill Ln to 12803 Old Fort Rd?
If taxi services are not available then you might consider taking a bus, car rental, blablacar as well as alternative transportation options →
