$1,975/mo

3901 Sayle Street, Greenville, TX 75401

  • 3 beds |
  • 2 baths |
  • 1,557 sqft
  • Property Icon Rental
  • Property Year Built Icon Built in 2021
  • Property Lot Size Icon6,665sqft lot
  • Property Parking Icon 1 car garage
  • Property Price Per Square Feet Icon $1/sqft
  • Property List Date Icon Listed 9 hours ago

Property Description

Amazing property, built in 2021, in like new condition, ready for family looking for a nice home near the city with country atmosphere. Great open & airy layout, lots of windows let in light & makes this property sparkle. Enjoy modern upgraded lighting, plumbing, granite counters in kitchen & bathrooms. Master has double sink vanity, spacious walk in shower with glass doors. This very modern home has a covered porch and several trees on a very nice lot. This property will not last at this price! Must see to appreciate.

Listing Status:
Active
Listing Office:
Ponderosa &Associates,REALTORS : 817-744-7789
Listing Agent:
Paula Alcala : 817-983-9115
MLS ID:
21016252
  • General: Cathedral Ceiling(s)Decorative/Designer Lighting FixturesDouble VanityGranite CountersHigh Speed InternetKitchen IslandOpen FloorplanPantryWired for Sound
  • Appliances: Built-In Gas RangeDishwasherDisposalGas Water HeaterMicrowave
  • Laundry: Laundry in Utility Room
  • Flooring: Luxury Vinyl Plank
  • Fireplace: Fireplaces: 0

This listing courtesy of Paula Alcala, Ponderosa &Associates,REALTORS

Location

Schools Nearby

T

Travis Intermediate School

3201 Stanford St, Greenville, TX, 75401

Grades 5-6

0.38 miles away

G

Greenville Middle School

3611 Texas St, Greenville, TX, 75401

Grades 7-8

0.19 miles away

G

Greenville Alternative Educational Program

3923 Henry St, Greenville, TX, 75401

Grades 7-12

0.87 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.

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