How to Travel from
Rosemont to Marshall
by Plane or Car
Schedule
Rosemont, United States of America → Marshall, United States of America
All
28 Jul 2026
July 2026
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August 2026
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September 2026
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October 2026
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November 2026
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December 2026
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January 2027
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February 2027
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March 2027
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April 2027
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May 2027
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June 2027
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28 Jul, Tue
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31 Jul, Fri
01 Aug, Sat
02 Aug, Sun
Cheapest and Fastest Ways to Travel from Rosemont to Marshall
Composite routes from Rosemont to Marshall
Cheapest
2 h 14 min
Car
203 km.
from $11
Fastest
52 min
Plane
Route Navigator Rosemont - Marshall
Get all the information you need right here
Continue onto Mannheim Road
Mannheim Road, 48 м
48 м
Make a U-turn onto Mannheim Road
Mannheim Road, 380 м
380 м
Turn sharp right onto West Higgins Road
West Higgins Road, 1 km 935 м
1 km 935 м
Keep left toward I 90 Toll West
I 90 Toll West, 168 km 79 м
168 km 79 м
Keep right and take US 51 South, WI 73, WI 106 toward Edgerton, Deerfield
Edgerton, Deerfield, US 51 South, WI 73, WI 106, 1 km 583 м
1 km 583 м
Keep right
34 km 549 м
34 km 549 м
Turn left onto Farnham Street
Farnham Street, 196 м
196 м
Turn right onto Madison Street
Madison Street, 100 м
100 м
Turn left
46 м
46 м
Arrive at destination
Questions and Answers
What is the cheapest way to get from Rosemont to Marshall?
The cheapest way to get from Rosemont to Marshall is car at a price of $1., the journey takes 2 h 14 min.
What is the fastest way to get from Rosemont to Marshall?
The fastest way to get from Rosemont to Marshall is plane at a price of $1., the journey takes 52 min.
Is there a direct Plane from Rosemont to Marshall?
Yes, there is a direct Plane, departing from Rosemont and arriving in Marshall. The trip takes approximately 52 min.
What is the distance from Rosemont to Marshall?
The distance between Rosemont and Marshall is 203 km.
How long does the trip from Rosemont to Marshall?
The journey from Rosemont to Marshall takes approximately 1 h 33 min.
Is there a direct Car from Rosemont to Marshall?
Yes, there is a direct Car, departing from Rosemont and arriving in Marshall. The trip takes approximately 2 h 14 min.
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