37 Denham Dr Richmond Hill, ON
$ 6,790,000
Property Attributes
  • MLS#N4258795
  • TypeSingle Family
  • CountyYORK
  • CityRichmond Hill
  • AreaSouth Richvale
  • NeighborhoodRichmond Hill
  • ZipL4C6H7
  • Style2-Storey
  • Taxes29103
  • Price$ 6,790,000
  • Bedrooms5
  • Full Bathrooms7
  • Half Bathrooms0
  • Sqr Footage5000
Listing Provided Courtesy Of:
Property Description

Truly Exquisite Gated Architectural Masterpiece*Unparallel Craftsmanship,Luxury & Elegance*Entertainment Paradise W/Nothing Overlooked*Extensive Use Of Marble W/Radiant Heating Floors*Mbr Retreat W/Fireplace, 8 Ppl Jacuzzi,Steam Shower*Every Br W/Own Marble Bathrm, W/I Closets, W/O To Own Balcony*Grand Million $ Outside Oasis W/12' High Cabana,Full Commercial Grade Kit, Pool, Waterfall,Fountain,Gazebo,3Pc Washrm*Must Be Seen To Truly Appreciate This Paradise

Price History
9/26/2018 Listed $6,790,000

General Features

Area York
Community South Richvale
Features Park
Features Rec Centre
Features Hospital
Features Public Transit
Features School
Features Wooded/Treed
Heater Type Forced Air
Legal Description Pl Lt 6 Pl3659 As In R571971
Lotdepth 246.00
Municipality Richmond Hill
Status A
Style 2-Storey
Tax Year 2018
Taxes 29103.07

Interior Features

A/C Central Air
Basement Walk-Up
Basement Finished
Family Room Yes
Fireplacestove Yes
Heat Source Gas
Kitchens 2
Kitchens Plus 1
Rooms 11
Total Bedrooms 5
Washrooms 7

Exterior Features

Drive Circular
Exterior Stone
Exterior Stucco/Plaster
Frontingonnsew E
Garage Spaces 3.0
Garage Type Built-In
Parking Spaces 9
Pool Y/N Inground
Sewers Sewers
Water Municipal


  • Foreclosure
  • Views
  • Short Sale
  • New Construction
  • Adult
  • Lease To Own
  • No HOA Fees
  • Furnished
  • Master On Main
  • Air Conditioning
  • Seller Finance
  • Green
  • Fixer Upper
  • Horse
  • Golf
  • Fireplace
  • Deck
  • Garage
  • Basement
  • Pool

Property vs Zip Code Average in L4C6H7

AVG $6.79M
AVG $14,552
AVG 87

Looking for more comfortable experience?

Check out our mobile application and browse the properties as no other.