Lse-house For sale

0.23 Acre - 720 Hollow Ridge, Allen, Collin, Texas, United States 75002

QR Code
Property Description

Look no further for the perfect home! This is conveniently located near Dallas, Texas! Inside, you’ll find hardwood-like flooring, modern lighting, and a cozy fireplace. The kitchen has been updated with granite counters, a spacious island and breakfast bar combo, and black appliances! Apply online today!

Basic Details
Property Type : Lse-house
Listing Type : For sale
Price : $2,249
Year Built : 1992
Acres : 0.23 Acre
Sq Ft Total : 2758
Features
Heating System : Central air-elec, Central heat-elec
Fence
Pet Policy
Fireplace
Address Map
Street : Hollow Ridge
Street Number : 720
Floor Number : 0
Longitude : W97° 20' 12.4''
Latitude : N33° 4' 29.3''
MLS Addon
Herrin ID : 109260083
MLS Number : 13999339
List Agent Full Name : Sandra Glass
List Office Name : Waypoint Homes Manageme
Construction Materials : Brick,Wood
Elementary School Name : Vaughan
High School Name : Allen
Junior High School Name : Lowery
Lease Conditions : Application Fee,Credit Report,Prior Residence Info
Lease Type : 1 Year Plus
Middle School Name : Ford
Number Of Barns : 0
Number Of Buildings : 0
Number Of Days Guests Allowed : 0
Number Of Lakes : 0
Number Of Leaseable Spaces : 0
Number Of Lots : 0
Number Of Residences : 0
Number Of Spaces Leased : 0
Number Of Stories : 2
Number Of Units : 0
Status : Active
Structural Style : Single Detached
Unit Count : 0
Utilities : City Sewer,City Water
Appliances YN : 1
Acres Pasture : 0
Acres Cultivated : 0
Acres Irrigated : 0
Lot Size Area SQFT : 10018.8
Lot Size Units : Acres
Lots Sold Package : 0
MLS : North Texas Real Estate Information Systems
Open House Count : 0
Other Equipment : Built-in Microwave,Cooktop - Electric,Dishwasher,D
SQFT Land : 0
SQFT Leasable : 0
SQFT Lot : 0
Subdivision Name : Cottonwood Bend 4e
Contact Agent!
Lse-house For sale
  • Herrin ID : 109260083
  • Acres : 0.23 Acre
  • Visits : 2 in 10 days
$2,249
Mortgage Calculator
$
$ %
years
%
$ %per year
$ %per year

$