Most and least expensive streets

Birmingham, b21


Birmingham, b21 has a total of 166 streets. The most expensive street in b21 is Park Lane, with an average sale price of £702,433. The least expensive street in b21 is Ivy Road, with an average sale price of £60,000.



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Most expensive streets

Rank Street Transactions (Past 5 years) Average price
1 Park Lane

B21 8LE | B21 8LJ | B21 8LT
3 £702,433
2 Middlemore Road

B21 0AL | B21 0AY | B21 0BH | B21 0BJ | B21 0BN
7 £502,389
3 Chapel Street

B21 0PA
1 £450,000
4 Camp Lane

B21 8JB | B21 8JE | B21 8JF | B21 8JR | B21 8JS
9 £419,719
5 Dawson Road

B21 9HS | B21 9HU
2 £365,000
6 Soho Road

B21 9BH | B21 9BN | B21 9DP | B21 9LN | B21 9LP | B21 9LR | B21 9LX | B21 9LZ | B21 9NA | B21 9QL | B21 9RY | B21 9RZ | B21 9SA | B21 9SD | B21 9SE | B21 9SF | B21 9SL | B21 9SN | B21 9SP | B21 9ST | B21 9SU | B21 9SX
23 £344,625
7 Rookery Road

B21 9NB | B21 9NL | B21 9NN | B21 9PP | B21 9PR | B21 9PS | B21 9PT | B21 9PU | B21 9PX | B21 9PY | B21 9QG | B21 9QP | B21 9QS | B21 9QU | B21 9QX | B21 9QY | B21 9QZ
26 £322,292
8 Austin Road

B21 8NU
1 £310,000
9 Holyhead Road

B21 0AF | B21 0AP | B21 0AS | B21 0BD | B21 0BE | B21 0BS | B21 0HH | B21 0LA | B21 0LE | B21 0LG | B21 0LH | B21 0LL | B21 0LS | B21 0LT
13 £243,083
10 Scholars Close

B21 0UB
5 £238,100


Least expensive streets

Rank Street Transactions (Past 5 years) Average price
1 Ivy Road

B21 9AP
2 £60,000
2 Oakland Road

B21 0NA | B21 9QT
1 £68,150
3 Belgrave Terrace

B21 9BP
2 £74,500
4 Sycamore Road

B21 0QL | B21 0QW
8 £82,200
5 Louise Road

B21 0RY
1 £84,000
6 Peasefield Close

B21 0HE
1 £85,000
7 Raglan Road

B21 0DG
1 £85,000
8 Brunswick Gardens

B21 9AG
3 £85,333
9 Centenary Drive

B21 9JX
1 £85,400
10 Herbert Road

B21 9AE
3 £90,000


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.