Most and least expensive streets

Solihull, b91


Solihull, b91 has a total of 357 streets. The most expensive street in b91 is Homer Road, with an average sale price of £8,410,100. The least expensive street in b91 is The Square, with an average sale price of £8,500.



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Most expensive streets

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

B91 3LT | B91 3QD | B91 3QG | B91 3QJ | B91 3QL | B91 3QQ | B91 3QZ | B91 3RG | B91 3WG
69 £8,410,100
2 High Street

B91 3SJ | B91 3SN | B91 3SR | B91 3ST | B91 3SW | B91 3SX | B91 3TA | B91 3TB | B91 3TF
9 £1,540,232
3 Streetsbrook Road

B91 1HE | B91 1HF | B91 1LA | B91 1LB | B91 1QU | B91 1QY | B91 1QZ | B91 1RB | B91 1RD | B91 1RE | B91 1RF | B91 1RH | B91 1RL | B91 1RN | B91 1RS | B91 1RW
36 £1,494,549
4 Lovelace Avenue

B91 3JR
9 £1,239,444
5 Alderbrook Road

B91 1NH | B91 1NN | B91 1NR | B91 1NS | B91 1NW
13 £1,191,531
6 Warstock Close

B91 1JE
1 £1,158,000
7 Waverley Grove

B91 1NP
3 £1,140,000
8 New Road

B91 3DL | B91 3DP | B91 3DR | B91 3DW
17 £1,135,110
9 Spring Close

B91 1RA
1 £1,075,000
10 Blythe Way

B91 3EY
6 £1,011,750


Least expensive streets

Rank Street Transactions (Past 5 years) Average price
1 The Square

B91 3RB | B91 3RF | B91 3RH
1 £8,500
2 Catherines Close

B91 2SZ
1 £82,312
3 Mill Lane

B91 3AR | B91 3AT | B91 3AX | B91 3BA
1 £86,000
4 Drury Lane

B91 3AA | B91 3BB | B91 3BD | B91 3BG | B91 3BH | B91 3BP
1 £120,000
5 Broomfields Farm Road

B91 2QP
5 £141,290
6 Muswell Close

B91 2QS
8 £141,481
7 Alston Close

B91 2RL
4 £155,875
8 Touchwood

B91 3GH | B91 3GJ | B91 3GS | B91 3GZ | B91 3HT | B91 3QW
1 £160,000
9 Wharf Lane

B91 2LE | B91 2LF | B91 2NG | B91 2NJ | B91 2RZ | B91 2UN | B91 2UP
103 £161,849
10 Shustoke Road

B91 2NR | B91 2QR
9 £164,286


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.