How to get from Ray Rd & Power Rd to Gilbert, AZ by bus?
From Ray Rd & Power Rd to Gilbert, AZ by bus
To get from Ray Rd & Power Rd to Gilbert, AZ in Gilbert, take the 184 bus from Power Rd & Ray Rd station to Power Rd & Guadalupe Rd station. Next, take the 108 bus from Guadalupe Rd & Power Rd station to Elliot Rd & Gilbert Rd station. The total trip duration for this route is approximately 49 min. The ride fare is $4.00.
Step by Step
- 1Walk to bus stationPower Rd & Ray RdID 18831160 yd • 2 min
- 2Wait for bus184Power Rd Pnr
- 3Ride to bus stationPower Rd & Guadalupe RdID 158507 min
- 4Walk to bus stationGuadalupe Rd & Power RdID 16859180 yd • 3 min
- 5Wait for bus10848th St+Chandler
- 6Ride to bus stationElliot Rd & Gilbert RdID 1588120 min
- 7Walk toGilbert, AZ580 yd • 7 min
Public transit directions from Ray Rd & Power Rd to Gilbert, AZ
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Questions & Answers
What is the fastest way to get from Ray Rd & Power Rd to Gilbert, AZ?
The fastest way takes 49 minutes, using Bus line 184, Bus line 108.
Is there a direct bus between Ray Rd & Power Rd and Gilbert, AZ?
No, you’ll have to take 2 bus lines in total. The total travelling time is 49 min.
Which bus line goes from Ray Rd & Power Rd to Gilbert, AZ?
The 184 bus line goes from Power Rd & Ray Rd station near Ray Rd & Power Rd in Mesa to Power Rd Pnr station. From there you’ll have to take one bus line till Power Rd Pnr station near Gilbert, AZ in Gilbert.
How long does it take to travel from Ray Rd & Power Rd to Gilbert, AZ by bus?
The total travel time between Ray Rd & Power Rd in Mesa and Gilbert, AZ in Gilbert by bus is about 49 min.
Where do I get on the bus near Ray Rd & Power Rd to get to Gilbert, AZ?
Get on the 184 bus from the Power Rd & Ray Rd stop near Ray Rd & Power Rd in Mesa.
Where do I get off the bus when travelling between Ray Rd & Power Rd and Gilbert, AZ?
Get off the bus at the Power Rd Pnr stop, which is closest to Gilbert, AZ in Gilbert.
How much is the bus fare from Ray Rd & Power Rd to Gilbert, AZ?
The ride from Ray Rd & Power Rd to Gilbert, AZ costs $4.00.
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