Stopping points from Midland, Michigan to Shakopee, Minnesota:

• Start from Midland, Michigan
• 4.5 hours to Chicago, Illinois after driving about 300 miles / 480 km
• 5 hours to Eau Claire, Wisconsin after driving about 320 miles / 510 km
• 2 hours to Shakopee, Minnesota after driving about 110 miles / 180 km

Your total trip with all stops is around 730 miles / 1170 km, taking roughly 11.5 hours for the whole trip.

From:
City:	round-tripone-way
Check-in:
Check-out:
Get:	flighthotelcar rental      SEARCH

Get:	all calculations distance driving time driving distance flight time closest airport cost of driving time difference major cities halfway point stopping points fly or drive direct flights airlines serving hotels in the area currency converter latitude/longitude
From:
To:

• Where to stay in Shakopee?

Plan your trip at  

Map of stopping points

More trip calculations

• Driving Distance
• Driving Time
• Cost Of Driving
• Halfway Point
• Distance
• Flight Time
• Time Difference

Stopping points from Midland, MI to Shakopee, MN

Start from Midland, Michigan.

Chicago, Illinois is stopping point #1 after driving about 300 miles (480 km) or 4.5 hours.

Eau Claire, Wisconsin is stopping point #2 after driving about 320 miles (510 km) or 5 hours. Your total trip so far is about 610 miles or 990 km over roughly 9.5 hours of driving.

Finally, Shakopee, Minnesota is your destination after driving about 110 miles (180 km) or 2 hours. Your total trip with all stops is around 730 miles or 1170 km, taking roughly 11.5 hours for the whole trip.

Stopping point calculator

Travelmath helps you figure out where to stop when planning a long road trip from one location to another. The best stopping point for an overnight hotel stay or a break from driving often depends on how far or how long you want to drive before pausing to rest. You can find the closest city to your stopping point to look for hotels, or explore other cities and towns along the route. Use this as a road trip planner when you're driving cross-country or mapping a route with multiple stops.