1341 E Breckenridge Street, Ferndale, MI 48220
- 3 beds |
- 1 bath |
- 1,419 sqft
Single-Family Home
Built in 1959
4,356sqft lot
—— car garage
$152/sqft
Listed 1 month ago
Property Description
***all Offers Due: Monday, June 8, 2026 at 4:00pm*** Bright brick ranch in Ferndale with hardwood floors, a partially finished basement, and a fantastic backyard built for entertaining. A covered front porch framed by garden beds welcomes you into a sunlit living room with hardwood floors and a big picture window that fills the space with natural light. The living room flows into an open kitchen and dining area connected through a large cutout opening, featuring updated appliances, and ample cabinet space. Three nicely sized bedrooms share a full bath down the hallway, and one bedroom opens through a sliding glass door to the back deck. The partially finished basement offers a great bonus space along with laundry and plenty of storage. Out back, a fenced yard offers a poured concrete patio, raised garden beds, a wood deck, and a storage shed, all just a few blocks from downtown Ferndale shops and restaurants. Welcome Home!
- Listing Status:
- Pending
- Date Added:
- June 5, 2026
- Data Last Updated:
- July 5, 2026 at 4:45AM
- Listing Office:
- Good Company : 248-733-5811
- Listing Agent:
- Jim Shaffer : 248-834-3030
- MLS ID:
- 60997280

- Appliances: DishwasherDisposalDryerMicrowaveRange/OvenRefrigeratorWasherGas Water Heater
- Basement: Partially Finished
- A/C: Central Air
- Heating: Natural GasForced Air
- Style: Ranch
- Other Structures: PorchDeck
- Parking: Parking spaces: 0
- General: Aluminum SidingBrickOneBasement
- Road/Access: Paved
- Originating MLS: MiRealSource
- School District: Hazel Park City School District
- County: Oakland
- Zoning: T1NR11ESEC 26 EAST URBANREST SUB E 20 FT OF LOT 26 & ALL OF LOT 27 BLK 2
- Fencing: Fenced
- Water: Public
- Source: MiRealSource
This listing courtesy of Jim Shaffer , Good Company
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






