• MLS® #: 217005868
  • 3650 Dixie Hiwy

  • Waterford Twp, MI 48329
  • $349,900
  • 6200 , 1.01 Acres
  • Commercial
  • Office: Wilhelm & Assoc Inc, Realtor®

GREAT OPPORTUNITY ON HIGH TRAFFIC DIXIE HWY. 60,000 CARS PASS BY THIS LOCATION PER DAY. 6200 SF (INCLUDING FINISHED LOWER LEVEL) OFFICE BUILDING FOR SALE. PROPERTY IS ZONED C-2. LOCATED IN PRIME BUSINESS DISTRICT. OVER 200' OF FRONTAGE ON DIXIE HWY. LOCATED ON 1 ACRE LOT WITH 49 PARKING SPOTS. (SUITE A - 1ST FLOOR ONLY) 3,485 SF IS AVAILABLE FOR $2000.00/MONTH. (SUITE BE - LOWER LEVEL) 2,715 SF IS AVAILABLE FOR $1,400.00/MONTH. ENTIRE BUILDING FOR SALE

Essential Information

  • MLS® #217005868
  • Price$349,900
  • Total Sq. Ft6,200
  • Acres1.01
  • Year Built1956
  • TypeCommercial
  • Sub-TypeCommercial
  • StatusActive

Community Information

  • Address3650 Dixie Hiwy
  • Area02131-Waterford Twp
  • CityWaterford Twp
  • CountyOakland
  • StateMI
  • Zip Code48329

Interior

  • HeatingForced Air

Exterior

  • ExteriorBlock/Concrete/Masonry, Brick
  • FoundationBasement

School Information

  • DistrictWaterford

Additional Information

  • ZoningCommercial

Property Summary : Located in Waterford Twp in the 48329 zip code, this home was built in 1956 and is 6,200 square feet with Unknown bedrooms and Unknown bathrooms on 1.01 acres. It has been on the market for 1001 days with an original listing price of $349,900. 3650 Dixie Hiwy is part of the Waterford School District.

Property Location

Get directions to this property:
Please provide a valid email address.

Similar Listings To: 3650 Dixie Hiwy, Waterford Twp

IDX provided courtesy of Realcomp II Ltd., via Keller Williams Realty and REALCOMP, Copyright 2019 Realcomp II Ltd. Shareholders. IDX information is provided exclusively for consumers' personal, noncommercial use and may not be used for any purpose other than to identify prospective properties consumers may be interested in purchasing. The accuracy of all information, regardless of source, is not guaranteed or warranted. All information should be independently verified.