KT6 5JD sold prices
Ditton Hill Road includes KT6 5JB , KT6 5JD . Analysis of KT6 5
|
|
Last sold | Price paid | Floor area (m²) Floor area (sq ft) | £ per m² £ per sq ft | Type | Sold | m² sq ft | £/m² £/sq ft |
|---|---|---|---|---|---|---|---|---|
| 70, Ditton Hill Road, Long Ditton, KT6 5JD | 10 Sep 2004 | £376,000 | Terrace (3 bed) | |||||
| 88, Ditton Hill Road, Long Ditton, KT6 5JD | 30 Mar 2004 | £213,700 | Flat (2 bed) | |||||
| 58, Ditton Hill Road, Long Ditton, KT6 5JD | 17 May 2002 | £269,100 | Semi-D (3 bed) | |||||
| 76, Ditton Hill Road, Long Ditton, KT6 5JD | 06 Aug 2001 | £259,950 | Semi-D (3 bed) | |||||
|
78, Ditton Hill Road, Long Ditton, KT6 5JD
- |
15 Nov 1995 | £110,000 | 106 m² 1140 sqft | £1,037 £96 | Semi-D (3 bed) | |||
| 10, Ditton Hill Road, Long Ditton, KT6 5JD | 12 May 1995 | £85,000 | Semi-D (2 bed) | |||||
| 70, Ditton Hill Rd | £376,000
Sep-2004
|
|||||||
| 88, Ditton Hill Rd | £213,700
Mar-2004
|
|||||||
| 58, Ditton Hill Rd | £269,100
May-2002
|
|||||||
| 76, Ditton Hill Rd | £259,950
Aug-2001
|
|||||||
|
78, Ditton Hill Rd
- |
£110,000
Nov-1995
|
106 1140 | 1,037 96 | |||||
| 10, Ditton Hill Rd | £85,000
May-1995
|
The data above for Ditton Hill Road can be visualised as a scatter graph, this will show price trends over time.
The average price per square metre (per square foot) in Ditton Hill Road, Long Ditton is £7,889 sqm (£732 per sq ft), this is calculated from the sold price of the 15 most recent sales. The majority of homes in Surbiton are now selling for between £6,180 and £7,770 per square metre (£574 and £721 per square foot) , find out more in this local analysis of KT6 5 (Surbiton) house prices. There are approximately 57 homes on Ditton Hill Road, we would have expected about 8 sales each year given that in the UK people sell their homes on average once every 7 years. In the last 4 years there have been 15 property sales in Ditton Hill Road, averaging approximately 3 home sales per year . The average size of all the properties on Ditton Hill Road is 104 m2 (1,119 sqft).