Top 10 Most Expensive Streets in Laurel Park, NC

Poplar Spring Trail is the 1st most expensive street in Laurel Park. It has single-family homes built from 1925 to 1949, ranging in price from $683,500 to $1,075,000. It is home to the Laurel Park subdivision.

Echo Drive is the 2nd most expensive street in Laurel Park. It has single-family homes built in 1976, with an average sale price of $700,000. It is home to the Echo Mountain subdivision.

Woodbyne Avenue is the 3rd most expensive street in Laurel Park. It has single-family homes built in 1918, with an average sale price of $685,000. It is home to the Laurel Park subdivision.

Woodbridge Drive is the 4th most expensive street in Laurel Park. It has condos built in 1983, with an average sale price of $635,000. It is home to the Country Ridge subdivision.

Orchard Circle is the 5th most expensive street in Laurel Park. It has single-family homes built from 1959 to 1969, with an average sale price of $600,000. It is home to the Sky Village subdivision.

Laurel Park Highway is the 6th most expensive street in Laurel Park. It has land and single-family homes built from 1938 to 2020, ranging in price from $165,000 to $730,000. It is home to the Echo Mountain, Laurel Park, and Laurel Park Estates subdivisions.

Country Ridge Road is the 7th most expensive street in Laurel Park. It has condos built from 1980 to 1983, with an average sale price of $535,000. It is home to the Country Ridge subdivision.

Jasmine Place is the 8th most expensive street in Laurel Park. It has single-family homes built from 1983 to 1988, ranging in price from $485,000 to $527,000. It is home to the Timber Creek subdivision.

Azalea Ridge Road is the 9th most expensive street in Laurel Park. It has single-family homes built in 1978, with an average sale price of $493,000.

Lake Drive is the 10th most expensive street in Laurel Park. It has condos and single-family homes built from 1937 to 1981, ranging in price from $160,000 to $1,700,000. It is home to the Laurel Park Villas and Laurel Park subdivisions.