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Porlock Drive sold prices

Porlock Drive has only one postcode, LU2 9LL.
Analysis of LU2 9

ft²
Last sold Price paid Floor area (m²) Floor area (sq ft) £ per m² £ per sq ft Type Sold sq ft £/m² £/sq ft
49, Porlock Drive, Luton, LU2 9LL - photos available 01 May 2009 £145,000 73 785 sqft £1,986 £184 Semi-D (3 bed)
3, Porlock Drive, Luton, LU2 9LL 15 Jan 2008 £131,000 Flat (2 bed)
17, Porlock Drive, Luton, LU2 9LL 30 Jul 2004 £97,000 58 624 sqft £1,672 £155 Flat (2 bed)
32, Porlock Drive, Luton, LU2 9LL 30 Apr 2004 £152,995 Semi-D (3 bed)
21, Porlock Drive, Luton, LU2 9LL 07 Apr 2000 £45,000 Flat (2 bed)
25, Porlock Drive, Luton, LU2 9LL 29 Mar 1999 £56,500 78 839 sqft £724 £67 Terrace (3 bed)
40, Porlock Drive, Luton, LU2 9LL 27 Sep 1996 £45,000 Terrace (3 bed)
39, Porlock Drive, Luton, LU2 9LL 29 Apr 1996 £38,500 Terrace (3 bed)
49, Porlock Drive - photos available £145,000
May-2009
73 785 1,986 184
3, Porlock Drive £131,000
Jan-2008
17, Porlock Drive £97,000
Jul-2004
58 624 1,672 155
32, Porlock Drive £152,995
Apr-2004
21, Porlock Drive £45,000
Apr-2000
25, Porlock Drive £56,500
Mar-1999
78 839 724 67
40, Porlock Drive £45,000
Sep-1996
39, Porlock Drive £38,500
Apr-1996

The data above for Porlock Drive can be visualised as a scatter graph, this will show price trends over time.

The average price per square metre (per square foot) in Porlock Drive, Luton is £3,468 sqm (£322 per sq ft), this is calculated from the Land Registry sold price of the 12 most recent sales.
The majority of homes in Luton are now selling for between £3,590 and £4,660 per square metre (£333 and £432 per square foot) , find out more in this local analysis of LU2 9 (Luton) house prices.
There are about 36 homes on Porlock Drive, we would have expected roughly 5 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 12 property sales in Porlock Drive, averaging approximately 3 home sales per year .
The average size of all the properties on Porlock Drive is 71 m2 (764 sqft).