ColumbusChange
Hi All,I have an accommodation available in 1BHK apartment in Schaumburg.Its located in Schaumburg.Property is very close to the shopping malls,grocery store's, hotels and Hospitals. ...
University nearby: William Rainey Harper College
Occupation: Professionals only allowed
Accommodation available in 1bhk flat in Schaumburg.Looking for working male professional preferably working from office.
University nearby: William Rainey Harper College
Occupation: Professionals only allowed
AASHAY'S HOME HAS EVERYTHING YOU NEED FOR SHORT TERM OR LONG TERM STAY. OUR NICE AMBIENCE BEUTIFUL SPACIOUS FAMILY HOUSE HAS INDIVIDUAL ROOM AND ALSO SHARED ROOM ACCOMODATION WITH ALL HOUSE FACILITIES.
University nearby: Prince Institute - Southeast
Occupation: Don't mind/No preference

Bedrooms for Rent (Utilities Included) $800 + $100 ( Utilities and wifi ) - shared bath I would like to take a moment to brief you about the rental. The property is a tri-level home in Naperville. It has three bedrooms upstairs, ...
University nearby: North Central College
Occupation: Don't mind/No preference
Looking for rooms in and near Elgin, IL? There are around 2 rooms in Elgin, IL, to ease your trouble we have jotted down a series of affordable and luxurious rooms, starting from a price range of $750 to $1050. Students who are searching for rooms near their universities like Elgin Community College - Elgin, IL, Cannella School of Hair Design - Elgin - Elgin, IL, Judson University - Elgin, IL can now find rooms within their budget.
Office goers, white collars, blue collar professionals who find it hard to commute can get access to these grandeur rooms at economical prices. If you are particular about the location, in certain neighborhoods, for them, we have listed out the following zip codes 60123, 60120, 60124, 60121 to make it easy for you to find rooms.
Starting from single rooms, shared rooms and paying guests, get them all here, time to plan your budget and pack your luggage.
The average rent for Shared Rooms in Elgin, IL is $800, a 0% decrease compared to the previous year.