603 BERKLEY ST, Camden, NJ 08103
- 6 beds |
- 2 baths |
- 2,169 sqft
Town Home
Built in 1890
871sqft lot
—— car garage
$161/sqft
Listed 9 days ago
Property Description
HUGE SIX BEDROOM single family home in the heart of the highly sought-after Lanning Square section of BOOMING Camden! Complete remodel features updated plumbing & electrical, newer windows, forced air/furnace, sewer line & ductwork. Upgrades also include fresh custom paint job, new floors, six-paneled doors as well as updated lighting & fixtures throughout! Brightly lit open-concept living area with LVP flooring flows into gorgeously renovated kitchen! Kitchen boasts tiled floors, quartz countertops, upgraded cabinets with plenty of storage & stainless steel appliances. Laundry room is located in the rear with washer/dryer hookups. Three generously sized bedrooms are located on the second floor along with a thoughtfully reimagined full bathroom offering tiled floors, beautiful tiled tub surround and contemporary vanity. THIRD floor features identical layout to the second floor. Situated in the Eds & Meds section of Camden just minutes away from Cooper University Hospital & Rowan Medical School as well as the waterfront! You truly won't want to miss out on one of the hottest opportunities in one of the fastest growing areas in the city - schedule a private showing & check out this property TODAY!
- Listing Status:
- Active
- Data Last Updated:
- July 5, 2026 at 4:17AM
- Listing Office:
- Keller Williams - Main Street : 8568582200
- Listing Agent:
- Patrick M Gorman : 8562008320
- MLS ID:
- NJCD2119772

- General: Above GradeBelow Grade
- Style: Victorian
- General: Brick3Permanent
- Originating MLS: BRIGHT_MAIN
- School District: CAMDEN CITY SCHOOLS
- County: CAMDEN-NJ
- Zoning: RES08-01408-00089
- Utilities: 200 amp service
- Water: Public
- Sewer: Public Sewer
- Source: BRIGHT_MAIN
This listing courtesy of Patrick M Gorman , Keller Williams - Main Street
Monthly Payment
- Principal & Interest $
- Property Taxes $
- Home Insurance $
- VA Funding Fee $






