$4,400/mo

1 Mandalay 1701, South San Francisco, CA 94080

  • 2 beds |
  • 2 baths |
  • 1,241 sqft
  • Property Icon Rental
  • Property Year Built Icon Built in 2006
  • Property Lot Size Icon —— sqft lot
  • Property Parking Icon 2 car garage
  • Property Price Per Square Feet Icon $4/sqft
  • Property List Date Icon Listed 1 month ago

Property Description

Penthouse Living with Stunning Bay Views! Discover luxury at The Peninsula Mandalay in South San Francisco, perfectly situated with easy access to both San Francisco and Silicon Valley. This corner penthouse boasts million-dollar views of the 101 Corridor, San Francisco International Airport, and the Bay, along with 2 spacious bedrooms, 2 full bathrooms, and 1,246 sq ft of light-filled living space. Enjoy beautiful hardwood floors throughout, a modern kitchen with granite countertops, stainless steel appliances, a gas range, and an in-unit washer and dryer. The primary suite features a generous walk-in closet with custom organizers, and a convenient alcove offers the ideal space for a home office. Additional highlights include two secured parking spaces and access to amenities such as a grand lobby entrance, fitness center, clubhouse, and secured guest parking. Available for viewing starting August 1, 2025.

Listing Status:
Active
Date Added:
July 10, 2025 at 05:00AM
Listing Office:
Guide Real Estate : 650-766-5300
Listing Agent:
Eric Sandate : 650-576-5580
MLS ID:
ML82014085
  • Appliances: Gas CooktopGas OvenMicrowaveRefrigerator
  • Flooring: LaminateWood
  • A/C: None
  • Heating: Electric
  • Disability Feature: Parking

This listing courtesy of Eric Sandate, Guide Real Estate

Location

Schools Nearby

T

Thornton High School

115 1st Ave, Daly City, CA, 94014

Grades 9-12

3.70 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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