Top 10 Most Expensive Streets in Island Lake, IL

Il Route 176 is the 1st most expensive street in Island Lake. It has land with an average sale price of $850,000.

Walnut Glen Boulevard is the 2nd most expensive street in Island Lake. It has single-family homes built from 2007 to 2018, ranging in price from $505,000 to $631,000. It is home to the Prairie Woods and Walnut Glen and Walnut Glen subdivisions.

Janet Drive is the 3rd most expensive street in Island Lake. It has single-family homes built from 1937 to 1976, ranging in price from $520,000 to $590,000. It is home to the Island Lake Estates subdivision.

Raccoon Cove is the 4th most expensive street in Island Lake. It has single-family homes built in 2000, with an average sale price of $505,500. It is home to the Rolling Oaks subdivision.

Mallard Point is the 5th most expensive street in Island Lake. It has single-family homes built from 1987 to 1988, ranging in price from $480,000 to $485,000. It is home to the Rolling Oaks subdivision.

Fen View Circle is the 6th most expensive street in Island Lake. It has single-family homes built from 2006 to 2023, ranging in price from $429,000 to $535,000. It is home to the Prairie Woods and Walnut Glen and Prairie Woods subdivisions.

Mayfair Drive is the 7th most expensive street in Island Lake. It has single-family homes built from 2014 to 2016, ranging in price from $445,000 to $485,000. It is home to the Walnut Glen subdivision.

Tulip Circle is the 8th most expensive street in Island Lake. It has single-family homes built from 1992 to 1993, ranging in price from $316,000 to $545,000. It is home to the Highwood Lake Estates subdivision.

Kingston Drive is the 9th most expensive street in Island Lake. It has single-family homes built in 1987, with an average sale price of $421,000. It is home to the Rolling Oaks subdivision.

Foxridge Drive is the 10th most expensive street in Island Lake. It has single-family homes built from 2007 to 2022, ranging in price from $390,000 to $439,900. It is home to the Walnut Glen subdivision.