Aboutlist

Taxi fare from 6766 E Seneca St to Walmart Supercenter



Remember that below taxi fares are based on estimated Taxi Rates in Inverness, FL. How much you'll be actually charged for your ride between 6766 E Seneca St and Walmart Supercenter may vary due to the time of the day, tolls, road & weather conditions, inaccuracy of collected pricing data, etc.

This taxi fare from 6766 E Seneca St (6766 E Seneca St, Inverness, FL 34452, USA) to Walmart Supercenter (2461 E Gulf to Lake Hwy, Inverness, FL 34453, USA) was estimated 2230 days ago.
Re-estimate to see the most up-to-date info.


Average fares by taxi class


STANDARD

Toyota Camry and similar.

Approx. examples:
Uber X,
Lyft.

▽ Fare Breakdown

Initial Fee: 4.10 $
Cost of travel time: 1.70 $
Cost of distance : 8.80 $

Total taxi fare
estimated average:
~ 14.60 $


XL

Van, SUV and similar.

Approx. examples:
Uber XL,
Lyft XL.

▽ Fare Breakdown

Initial Fee: 6.40 $
Cost of travel time: 3.40 $
Cost of distance : 11.20 $

Total taxi fare
estimated average:
~ 21.00 $


COMFORT

Audi A6 and similar.

Approx. examples:
Uber Select,
Lyft Plus.

▽ Fare Breakdown

Initial Fee: 6.40 $
Cost of travel time: 5.10 $
Cost of distance : 16.00 $

Total taxi fare
estimated average:
~ 27.50 $

Distance & time

▽ Click to show route

Taxis from 6766 E Seneca St to Walmart Supercenter

To get from 6766 E Seneca St to Walmart Supercenter, the following taxis are available:

    UBER  website  

Uber fares below are the same as you would see via the Uber app.


UberX
12-16 $
~6 min away  


UberXL
17-22 $
~4 min away  


Select
22-29 $
 

    LYFT  website  

Lyft fares below are the same as you would see via the Lyft app.


Lyft
24-28 $
~9 min away  


Lyft XL
36-40 $
~0 min away  

Q & A

Travel time from 6766 E Seneca St to Walmart Supercenter?

Travel time by taxi is approximately 17 min to get from 6766 E Seneca St to Walmart Supercenter.

Distance between 6766 E Seneca St and Walmart Supercenter?

The road distance between 6766 E Seneca St and Walmart Supercenter is 8 miles (12.87 km).

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