$4,250/mo

8159 ALDEA Avenue, Van Nuys (los Angeles), CA 91406

  • 4 beds |
  • 3 baths |
  • 2,141 sqft
  • Property Icon Rental
  • Property Year Built Icon Built in 1957
  • Property Lot Size Icon5,663sqft lot
  • Property Parking Icon —— car garage
  • Property Price Per Square Feet Icon $2/sqft
  • Property List Date Icon Listed 2 days ago

Property Description

Spacious, updated 4 bedroomhome with 2 private master suites and three full baths in Beautiful and quaint Lake Balboa (Van Nuys) minutes to Northridge and Sherman Oaks. Quiet tree-lined single family neighborhood,open living room with stone fireplace, large dining area, newly refinished hardwood floors. Breakfast nook in kitchen, new appliances, Washer/dryer, ample cabinets. Located close to shopping, walking distance to school. Minutes from CSUN University.One of the most quiet, beautiful neighborhoods in Van Nuys!! Close to 405 and west side!

Listing Status:
Active
Date Added:
December 10, 2025 at 06:00AM
Listing Office:
Don Klein : 310-358-3240
Listing Agent:
Donald Klein : 310-386-4398
MLS ID:
CL25627711
  • Appliances: DishwasherRefrigeratorDryer
  • Laundry: DryerWasher
  • Flooring: LaminateWood
  • Heating: Central
  • Fireplace: GasLiving RoomFireplace
  • Style: Contemporary
  • Pool: None
  • General: 1
  • Originating MLS: CRMLS
  • County: Los Angeles
  • Zoning: LAR12204035005
  • Source: CRMLS

This listing courtesy of Donald Klein, Don Klein

Location

Schools Nearby

L

Lorne Street Elementary

17440 Lorne St, Northridge, CA, 91325

Grades KG-5

0.30 miles away

N

Northridge Middle School

17960 Chase St, Northridge, CA, 91325

Grades 6-8

0.94 miles away

L

Lake Balboa College Preparatory Magnet K-12

6701 Balboa Blvd, Van Nuys, CA, 91406

Grades KG-12

1.87 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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