Van Nuys · Condominium

15155 Sherman Way

15155 Sherman Way, Los Angeles, CA 91405 · Van Nuys

1979Year Built
Overview

15155 Sherman Way, a 1979 building in Van Nuys.

15155 Sherman Way is a condominium building in Los Angeles. It was completed in 1979.

Contact a Condos of LA advisor for current availability, pricing, and a private tour of 15155 Sherman Way.

Currently Available

Condos for sale & rent at 15155 Sherman Way

Listings update automatically from the MLS. Availability and pricing are provided by the listing brokerages.

Stay ahead of the market

Get new-listing alerts for 15155 Sherman Way

We'll email you the moment a residence comes up for sale or lease here.

Market

Recent sales at 15155 Sherman Way

$445,000Median sale
$430Median $/sq ft
1Sales shown
DateResidenceBeds/BathsSq FtSale price$/Sq Ft
472 bd · 2 ba1,035$445,000$430

Closed sales at 15155 Sherman Way from MLS records.

Ownership, HOA & buyer diligence

What to know before you buy at 15155 Sherman Way

The details that make or break a condo decision — current HOA dues and what they cover, parking, and the building's pet & leasing rules. Our advisors pull these straight from the building's HOA documents for any residence you're weighing.

Learn more
Ownership
Condominium — individually owned residences
Building type
Condominium
HOA dues
Current figures on request
Dues typically cover
Common-area upkeep, building insurance & amenity maintenance (inclusions vary)
Parking
On-site resident parking
Pets & leasing
Pet rules, lease minimums & any short-term-rental limits are set by the HOA

Compiled from public sources · last reviewed July 2026. We confirm current dues, reserves, lender and policy details for any residence you're considering.

Location

In the heart of Van Nuys

15155 Sherman Way places you at the center of Van Nuys, with the neighborhood's dining, shopping and character just outside your door and the rest of Los Angeles within easy reach.

Private Showings

Arrange a private tour of 15155 Sherman Way.

Contact a condo advisor