| Departure: | Mineola, TX | 
| Arrival: | Mendota, IL | 
| Fastest route: | 0h 48min | 
| Distance: | 1308km | 
| Cheapest route: | $7 | 
| Transfers: | Between 0 and 1 | 
| Train companies: | Amtrak | 
One Passenger / One Trip
6:47am
Mineola, TX
Mineola
2:19pm
Mendota, IL
Mendota
7h 32min
Amtrak
Southwest Chief
$71
9:00am
Mineola, TX
Mineola
2:19pm
Mendota, IL
Mendota
5h 19min
+
$7
9:00am
Mineola, TX
Mineola
9:20am
Princeton, IL
Princeton
0h 20min
Amtrak
Carl Sandburg
$3.5
4h 38min layover
1:58pm
Princeton, IL
Princeton
2:19pm
Mendota, IL
Mendota
0h 21min
Amtrak
Southwest Chief
$3.5
4:24pm
Mineola, TX
Mineola
8:08pm
Mendota, IL
Mendota
3h 44min
+
$8.5
4:24pm
Mineola, TX
Mineola
4:46pm
Princeton, IL
Princeton
0h 22min
Amtrak
Southwest Chief
$5
3h 1min layover
7:47pm
Princeton, IL
Princeton
8:08pm
Mendota, IL
Mendota
0h 21min
Amtrak
Carl Sandburg
$3.5
7:20pm
Mineola, TX
Mineola
8:08pm
Mendota, IL
Mendota
0h 48min
+
$7
7:20pm
Mineola, TX
Mineola
7:40pm
Princeton, IL
Princeton
0h 20min
Amtrak
Illinois Zephyr
$3.5
0h 7min layover
7:47pm
Princeton, IL
Princeton
8:08pm
Mendota, IL
Mendota
0h 21min
Amtrak
Carl Sandburg
$3.5
          The Mineola - Mendota route has approximately 4 frequencies and its minimum duration is around 0h 48min. It is important you book your ticket in advance to avoid running out, since $7 tickets tend to run out quickly. 
 The distance between Mineola and Mendota is around 1308 kilometers and bus companies that can help you in your journey are: Amtrak.
          
        
The train journey may vary depending on the stops. The minimum duration is usually around 0h 48min to cover 1308 kilometers.
According to our data, the cheapest ticket costs $7 and leaves Mineola. If you decide to make this journey you will have to do 1 stop before reaching Mendota.
The last train leaves at 7:20pm from Mineola and arrives at 8:08pm at Mendota. It will take 0h 48min, its price is $7 and the number of changes will be 1.
Yes, there are direct train routes, their duration is usually around 7h 32min and the price is $71.