$234,900
$244,900
4.1%For more information regarding the value of a property, please contact us for a free consultation.
Baden Court Goldsboro, NC 27534
4 Beds
2,157 SqFt
Key Details
Sold Price $234,900
Property Type Single Family Home
Sub Type Single Family Residence
Listing Status Sold
Purchase Type For Sale
Square Footage 2,157 sqft
Price per Sqft $108
Subdivision Mimosa Park West
MLS Listing ID 75987
Sold Date 03/31/21
Bedrooms 4
Full Baths 3
HOA Y/N No
Originating Board North Carolina Regional MLS
Year Built 2002
Annual Tax Amount $2,710
Lot Dimensions 45x160x210x10x212
Property Description
Beautiful 1.5 story 4 Bedroom 3 Full Bath home located in the convenient neighborhood of Mimosa Park West. Near highway access, Hospital and SJAFB. Split floor plan with 1 bed and 1 bath upstairs. NEW carpet in all 4 bedrooms! Features open floor plan, hardwood floors, fireplace, high vaulted ceilings, breakfast nook and dining room. Dual vanity, jetted tub and large WIC in the master suite. HUGE unfinished space upstairs. Front rocking chair porch, back patio for grilling, located on quiet cul-de-sac. Come see this one before it's gone! Newly Decorated.
Location
State NC
County Wayne
Community Mimosa Park West
Direction North on Berkeley Blvd, Turn left on New Hope Rd, Turn Right on Shelley Dr, Turn right on S Baden Ct, house is on left
Rooms
Basement Crawl Space, None
Interior
Interior Features Ceiling Fan(s), Walk-In Closet(s)
Heating Fireplace(s), Heat Pump
Cooling Central Air
Fireplaces Type Gas Log
Fireplace Yes
Appliance Refrigerator, Range, Microwave - Built-In, Dishwasher
Exterior
Garage Concrete
Roof Type Composition
Porch Patio
Parking Type Concrete
Building
Lot Description Level
Sewer Municipal Sewer
Water Municipal Water
Schools
Elementary Schools Tommy'S Road
Middle Schools Eastern Wayne
High Schools Eastern Wayne
Others
Tax ID 3610916181
Special Listing Condition Estate Sale
Read Less
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
