Most and least expensive streets

Birmingham, b1


Birmingham, b1 has a total of 89 streets. The most expensive street in b1 is Brindley Place, with an average sale price of £29,250,000. The least expensive street in b1 is St. Marks Street, with an average sale price of £78,542.



Filter by number of transactions

Most expensive streets

Rank Street Transactions (Past 5 years) Average price
1 Brindley Place

B1 2HZ | B1 2JB | B1 2JQ | B1 2LG | B1 2LN | B1 2TZ | B1 2UU
1 £29,250,000
2 Victoria Square

B1 1BD
1 £23,959,452
3 Broad Street

B1 2DN | B1 2DR | B1 2DS | B1 2DY | B1 2EA | B1 2EP | B1 2HD | B1 2HF | B1 2HG | B1 2HJ | B1 2HP | B1 2HQ | B1 2HT | B1 2ND
10 £15,589,476
4 Ellis Street

B1 1HL
1 £12,500,000
5 Holliday Street

B1 1HH | B1 1PW | B1 1SJ | B1 1TB | B1 1TF | B1 1TG | B1 1TH | B1 1TJ | B1 1TQ | B1 1TS | B1 1TW | B1 1UP
105 £12,069,281
6 Holloway Circus Queensway

B1 1BA | B1 1BT | B1 1BY | B1 1EG | B1 1EQ
31 £6,615,849
7 Sloane Street

B1 3BX
7 £4,627,057
8 Blucher Street

B1 1HP | B1 1HR | B1 1QH | B1 1QJ | B1 1QL | B1 1QU
5 £4,198,831
9 Swallow Street

B1 2AL | B1 2AP
2 £3,686,744
10 Chapmans Passage

B1 1QD
1 £2,850,000


Least expensive streets

Rank Street Transactions (Past 5 years) Average price
1 St. Marks Street

B1 2UH | B1 2UJ | B1 2UL | B1 2UN
5 £78,542
2 Parade

B1 3QH | B1 3QJ | B1 3QQ | B1 3XX | B1 3ZZ
13 £104,808
3 Acorn Grove

B1 2PL | B1 2PN | B1 2PW
7 £107,817
4 Goodman Street

B1 2QL | B1 2SS
5 £108,333
5 Commercial Street

B1 1RH | B1 1RR | B1 1RS
42 £108,383
6 Brindley Drive

B1 2NB | B1 2NH | B1 2NJ
6 £112,188
7 Civic Close

B1 2NN | B1 2NT | B1 2NW
9 £115,472
8 Powell Street

B1 3DH
8 £147,188
9 Daley Close

B1 2PP
2 £147,500
10 Arthur Place

B1 3DA | B1 3DB
21 £155,212


Street ranking notes

Average street prices are calculated using all sales in the HM Land Registry data from the past 5 years. It is important to note that as homes are demolished and built these prices will fluctuate over time accordingly. Use the transactions number filter to avoid any anomalous data caused by low transaction numbers.