$320,827
$320,827
For more information regarding the value of a property, please contact us for a free consultation.
3 Beds
3 Baths
2,444 SqFt
SOLD DATE : 12/06/2019
Key Details
Sold Price $320,827
Property Type Single Family Home
Sub Type Single Family Residence
Listing Status Sold
Purchase Type For Sale
Square Footage 2,444 sqft
Price per Sqft $131
Subdivision Cameron Woods
MLS Listing ID 100183293
Sold Date 12/06/19
Style Wood Frame
Bedrooms 3
Full Baths 2
Half Baths 1
HOA Fees $1,308
HOA Y/N Yes
Originating Board North Carolina Regional MLS
Year Built 2019
Lot Size 0.507 Acres
Acres 0.51
Lot Dimensions 139x101x137x115
Property Description
This Acadia home has 3 beds, 2.5 baths and a bonus room. Beautiful fireplace in the family room with a large screened porch. Gourmet kitchen with double ovens and cooktop, granite countertops, upgraded cabinets.
Deluxe master bath with separate soaking tub and shower.
Location
State NC
County Brunswick
Community Cameron Woods
Zoning R75
Direction From Hwy 17 turn East on Hwy 904. Follow past main entrance of Ocean Ridge to stop light. At light turn left onto Old Georgetown Road. Approximately 1 mile on the right take a right on Jenrette Road. Turn right on Waterbrook Way.
Location Details Mainland
Rooms
Primary Bedroom Level Primary Living Area
Interior
Interior Features Master Downstairs, 9Ft+ Ceilings
Heating Heat Pump
Cooling Central Air
Exterior
Exterior Feature Irrigation System
Garage Paved
Garage Spaces 2.0
Utilities Available Water Connected, Sewer Connected
Waterfront No
Roof Type Architectural Shingle
Porch Patio, Screened
Parking Type Paved
Building
Story 2
Entry Level Two
Foundation Slab
Sewer Municipal Sewer
Water Municipal Water
Structure Type Irrigation System
New Construction Yes
Others
Tax ID 243ha009
Acceptable Financing Cash, Conventional, VA Loan
Listing Terms Cash, Conventional, VA Loan
Special Listing Condition None
Read Less Info
Want to know what your home might be worth? Contact us for a FREE valuation!
Our team is ready to help you sell your home for the highest possible price ASAP
