Departure: | Lafayette, LA |
Arrival: | Dallas, TX |
Fastest route: | 8h 50min |
Distance: | 616km |
Cheapest route: | $73 |
Transfers: | 0 |
Bus companies: | Greyhound |
One Passenger / One Trip
12:10pm
Lafayette, LA
Lafayette A and J Travel Bus Station
10:30pm
Dallas, TX
Downtown Greyhound Station
10h 20min
Greyhound
$73
2:00pm
Lafayette, LA
Lafayette A and J Travel Bus Station
2:05am
Dallas, TX
Westmoreland Greyhound Station
12h 5min
Greyhound
$93
2:00pm
Lafayette, LA
Lafayette A and J Travel Bus Station
10:50pm
Dallas, TX
Downtown Greyhound Station
8h 50min
Greyhound
$73
4:15pm
Lafayette, LA
Lafayette A and J Travel Bus Station
2:25am
Dallas, TX
Downtown Greyhound Station
10h 10min
Greyhound
$73
7:55pm
Lafayette, LA
Lafayette A and J Travel Bus Station
7:20am
Dallas, TX
Westmoreland Greyhound Station
11h 25min
Greyhound
$93
7:55pm
Lafayette, LA
Lafayette A and J Travel Bus Station
6:20am
Dallas, TX
Downtown Greyhound Station
10h 25min
Greyhound
$73
9:55pm
Lafayette, LA
Lafayette A and J Travel Bus Station
2:35pm
Dallas, TX
Downtown Greyhound Station
16h 40min
Greyhound
$73
The Lafayette - Dallas route has approximately 7 frequencies and its minimum duration is around 8h 50min. It is important you book your ticket in advance to avoid running out, since $73 tickets tend to run out quickly.
The distance between Lafayette and Dallas is around 616 kilometers and the bus companies that can help you in your journey are: Greyhound.
Bus journey may vary depending on the state of the roads. The minimum duration is usually around 8h 50min to cover 616 kilometers.
According to our data, the cheapest ticket costs $73 and leaves Lafayette A and J Travel Bus Station. You will not have to do any transfers, the trip will go directly to Downtown Greyhound Station.
Last bus leaves at 9:55pm from Lafayette A and J Travel Bus Station and arrives at 2:35pm at Downtown Greyhound Station. It will take 16h 40min, its price is $73 and the number of changes will be 0.
Yes, there are direct bus routes, their duration is usually around 10h 20min and the price is $73.