Bought with COLDWELL BANKER REALTY
$259,800
$260,000
0.1%For more information regarding the value of a property, please contact us for a free consultation.
3409 E Stag Dr West Deer, PA 15044
3 Beds
3 Baths
1,036 SqFt
Key Details
Sold Price $259,800
Property Type Single Family Home
Sub Type Single Family Residence
Listing Status Sold
Purchase Type For Sale
Square Footage 1,036 sqft
Price per Sqft $250
MLS Listing ID 1662949
Sold Date 09/10/24
Style Contemporary,Ranch
Bedrooms 3
Full Baths 2
Half Baths 1
Construction Status Resale
HOA Y/N No
Year Built 1959
Annual Tax Amount $3,220
Lot Size 10,890 Sqft
Acres 0.25
Property Sub-Type Single Family Residence
Property Description
Just before entering this lovely 3 bedroom brick ranch you're greated by an inviting sun porch which leads to the expansive living room that features a large picture window and an electric fireplace. The flow from the living room to the dining room and kitchen is seamless. The door in the kitchen leads to the back yard. The 2 full baths have been completely renovated and the main bedroom has a powder room. Convenient access to Rt 8 and the turnpike as well as shopping, restaurants, recreation, etc.
Location
State PA
County Allegheny-north
Area West Deer
Rooms
Basement Finished, Interior Entry
Interior
Interior Features InteriorFeatures
Heating Forced Air, Gas
Cooling Central Air
Flooring Hardwood, Tile, Carpet
Fireplaces Number 1
Fireplaces Type Electric
Fireplace Yes
Appliance Some Electric Appliances, Dryer, Dishwasher, Microwave, Stove, Washer
Exterior
Parking Features Built In, Garage Door Opener
Pool None
Water Access Desc Public
Roof Type Asphalt
Total Parking Spaces 1
Garage Yes
Building
Entry Level One
Sewer Public Sewer
Water Public
Architectural Style Contemporary, Ranch
Level or Stories One
Structure Type Brick
Construction Status Resale
Schools
School District Deer Lakes
Others
Financing Conventional
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

