Skip Navigation
Printed from StreetEasy.com at 03:01 AM, Mar 11 2026

118 Clinton Ave. 2A

Located at 118 Clinton Avenue 118 Clinton Avenue, 2A, Brooklyn, NY Condo in Clinton Hill, Brooklyn
This unit is not currently listed on StreetEasy
2 beds, 2 baths, 918 ft²

DWELL Residential is proud to announce this lovely bright two bedroom, two bath apartment with newly re-finish hardwood floors, lots of closets, fresh paint in excellent condition. This apartment boasts open layouts with spacious living room, abundant light and is very quiet.

DWELL Residential is proud to announce this lovely bright two bedroom, two bath apartment with newly re-finish hardwood floors, lots of closets, fresh paint in excellent condition. This apartment boasts open layouts with spacious living room, abundant light and is very quiet. In addition, the apartment has a modern kitchen & bathrooms, stainless steel appliances and in-unit private laundry. Located in beautiful Clinton Hill, a very short distance to the G train with all the shops and restaurants galore that the neighborhood has to offer. Please contact us for showings.


Want to see who currently owns this property? Register now - it's free
See a problem with this listing? Report it here.

About the Building

118 Clinton Avenue  Brooklyn, NY 11205

Condo in Clinton Hill

  • 8 Units
  • 4 Stories
  • 1890 Built

Sales listings: 13 previous
Rentals listings: 14 previous
Documents and Permits: 48 documents

Unit History

Nearby

Transportation

  • G at Clinton-Washington Avs

    0.43 miles

  • C at Lafayette Av

    0.59 miles

  • G at Classon Av

    0.61 miles

  • G at Fulton St

    0.61 miles

  • B Q R at DeKalb Av

    0.68 miles

View subway lines on Google Maps

Schools

District 13 - Schools zoned for this address:
P.S. 046 Edward C. Blum

(PK,0K,01,02,03,04,05,06,SE)

Disclaimer: School attendance zone boundaries are not guaranteed to be accurate – they are provided by a third party and subject to change. Check with the applicable school district prior to making a decision based on these boundaries.