3205 Dartmouth Avenue, Highland Park, Texas

$999,000

0 Acres
0 Sqft.
Irregular Lot Size
1165 Days on Market

LOADING ..

Lot on cul de sac block of Dartmouth. Irregular lot 50' front width 62' back width, east side length 145.5 and west side length 182.83. Backs to Katy Trail. Quiet neighborhood, walk to Armstrong Elementary. Value in the land!

School District: Highland Park ISD

Dallas MLS #: 11806561

Representing the Seller: Listing Agent Eve Sullivan; Listing Office: Allie Beth Allman & Assoc.

Representing the Buyer: Contact realtor Douglas Newby of Douglas Newby & Associates if you would like to see this property. 214.522.1000

Property Overview

  • Listing Price: $999,000
  • MLS ID: 11806561
  • Status: Expired
  • Days on Market: 1165
  • Updated: 3/1/2022
  • Previous Status: For Sale
  • MLS Start Date: 3/1/2022

Property History

  • Current Listing: $999,000
  • Original Listing: $1,099,000

Interior

  • Number of Rooms: 0
  • Full Baths: 0
  • Half Baths: 0

Parking

    Location

    • County: Dallas
    • Directions: East of Abbott.

    Community

    • Home Owners Association: None

    School Information

    • School District: Highland Park ISD
    • Elementary School: Armstrong
    • Middle School: Highland Park
    • High School: Highland Park

    Heating & Cooling

      Lot Features

      Financial Considerations

      • Price per Sqft.: $∞
      • Price per Acre: $0

      Disclosures & Reports

      • Restrictions: Agricultural,Animals
      • APN: 084500910120016908450091

      Contact Realtor Douglas Newby for Insights on Property for Sale

      Douglas Newby represents clients with Dallas estate homes, architect designed homes and modern homes.

      Listing provided courtesy of North Texas Real Estate Information Systems (NTREIS)

      We do not independently verify the currency, completeness, accuracy or authenticity of the data contained herein. The data may be subject to transcription and transmission errors. Accordingly, the data is provided on an ‘as is, as available’ basis only.