$2,295/mo

7625 WOODFORD Avenue, Amarillo, TX 79110

3 beds |
2 baths |
1,907 sqft

Rent shown is base rent as provided by the property owner or manager. Additional mandatory fees, deposits, or utilities may apply and are set by the property owner or manager.

Rental
Built in 2024
—— sqft lot
2 car garage
$1/sqft
Listed 2 hours ago

Property Description

Were excited to share an upcoming home at 7625 Woodford Ave., available April 15! This beautiful 3 bedroom, 2 bathroom townhome offers 1,933 sq ft of comfortable living space and is located in the sought-after City View area on a quiet cul-de-sac. Features include: Energy efficient construction Spacious layout with room to relax Two-car garage Pet friendly (with deposit) Homes in this area tend to go quickly and were looking forward to welcoming the next residents to this great space.

Listing Status:: Active
Data Last Updated:: March 17, 2026 at 8:37PM
Listing Office:: Pinnacle Realty Advisors : 972-338-5441
Listing Agent:: Janice Young : 806-570-7418
MLS ID:: 26-2307

General: Bonus
Appliances: CooktopDishwasherDisposalMicrowaveRange
Laundry: Utility Room
A/C: Central AirElectric
Heating: Natural Gas

Parking: Garage Faces FrontGarage Door Opener

General: 2

Originating MLS: Amarillo Association of REALTORS®
County: Randall

Zoning: CITY VIEW ESTATES # 20LOT 028BLK 00020.0735
Fencing: Wood

Source: Amarillo Association of REALTORS®

This listing courtesy of Janice Young , Pinnacle Realty Advisors

Location

Schools Nearby

City View Elementary School

3400 Knoll Dr, Amarillo, TX, 79118

Grades PK-4

0.41 miles away

Youth Center of High Plains

9300 S Georgia St, Amarillo, TX, 79118

Grades 6-12

1.21 miles away

Randall High School

5800 Attebury Dr, Amarillo, TX, 79118

Grades 9-12

1.45 miles away

Disclaimer: School and School District information courtesy of the National Center for Education Statistics (NCES). School boundaries may change. Proximity to listed schools does not guarantee enrollment eligibility. Contact the school district for more information and exact boundaries.