1598 Burton Ave Nashville, TN 37215 New

UPDATED: 04/21/2026 02:47 PM ON MARKET: New on market today

$2,895,000

5 Beds7 Baths6,603 SqFt

Key Details

Property Type Single Family Home

Sub Type Horizontal Property Regime - Detached

Listing Status Active

Purchase Type For Sale

Square Footage 6,603 sqft

Price per Sqft $438

Subdivision Green Hills

MLS Listing ID 3180014

Bedrooms 5

Full Baths 5

Half Baths 2

HOA Y/N Yes

Year Built 2026

Annual Tax Amount $1

Lot Size 0.450 Acres

Acres 0.45

Property Sub-Type Horizontal Property Regime - Detached

Property Description

The revitalization of the corner of Belmont Boulevard and Burton Avenue is nearing completion—and 1598 Burton Ave is your opportunity to be part of it. As one of the final homes in this thoughtfully executed transformation, this striking gray new-construction residence offers a fresh take on luxury living in one of Green Hills' most established and walkable neighborhoods. Situated on a parcel featuring two detached HPRs, this home blends modern design with a timeless neighborhood feel. Just moments from Belmont Boulevard, Lipscomb University, and the energy of 12South and Green Hills, the location delivers everyday convenience with a connected, lifestyle-driven experience. Inside, the home is designed for elevated living across three levels, with tall ceilings, expansive living areas, detailed millwork, and solid wood floors throughout. The thoughtful floor plan also includes over 400 square feet of conditioned storage not reflected in the main square footage—providing flexibility and function that's hard to find. The walk-out basement opens directly to a covered patio and private pool, creating a true extension of the living space. With the feel of a second main level, this lower level is ideal for entertaining or unwinding, offering seamless indoor-outdoor flow that elevates the entire home. As the final pieces of this redevelopment come together, 1598 Burton Ave stands as a rare opportunity to own new construction in a location that simply can't be duplicated.