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Merseyside property prices

The average property price in Merseyside county is £163k. The average price increased by £1.7k (1%) over the last twelve months. The price of a newly built property was 164k and the price of an established property was 163k. There were 21.4k property sales and property sales dropped by 3.8% (-906 sales). Most properties were sold in the £50k-£100k price range with 5664 (26.5%) properties sold, followed by £100k-£150k price range with 5511 (25.8%) properties sold.

Merseyside

county
September 2018 - August 2019

£163k

average property price

1%

average price percentage change

£1.7k

average price change

England + Wales

September 2018 - August 2019

£291k

average property price

-1%

average price percentage change

£-2.3k

average price change

Merseyside house prices map

shows the average property price in a given postcode sector between September 2018 - August 2019. The most affordable place was 'L5 5' with the average price of £35.9k. The most expensive place was 'L37 0', £1.3M.

Merseyside house prices map
Postcode sectorAverage price % of Merseyside avg. price (£163k)
CH41 0£111k68%
CH41 1£104k64%
CH41 2£80.7k49%
CH41 3£78.0k48%
CH41 4£65.1k40%
CH41 5£117k72%
CH41 6£70.3k43%
CH41 7£63.6k39%
CH41 8£99.2k61%
CH41 9£68.5k42%
CH42 0£97.9k60%
CH42 1£123k76%
CH42 2£114k70%
CH42 3£82.9k51%
CH42 4£125k76%
CH42 5£74.3k46%
CH42 6£145k89%
CH42 7£105k64%
CH42 8£227k139%
CH42 9£133k81%
CH43 0£180k110%
CH43 1£193k118%
CH43 2£172k106%
CH43 3£137k84%
CH43 4£139k85%
CH43 5£167k102%
CH43 6£241k148%
CH43 7£176k108%
CH43 8£191k117%
CH43 9£212k130%
CH44 0£101k62%
CH44 1£111k68%
CH44 2£153k94%
CH44 3£168k103%
CH44 4£81.9k50%
CH44 5£118k72%
CH44 6£85.8k53%
CH44 7£69.0k42%
CH44 8£100k62%
CH44 9£83.2k51%
CH45 0£272k167%
CH45 1£154k95%
CH45 2£140k86%
CH45 3£189k116%
CH45 4£129k79%
CH45 5£153k94%
CH45 6£232k142%
CH45 7£155k95%
CH45 8£174k107%
CH45 9£173k106%
CH46 0£182k112%
CH46 1£145k89%
CH46 2£112k68%
CH46 3£156k96%
CH46 4£175k107%
CH46 5£223k137%
CH46 6£154k95%
CH46 7£121k74%
CH46 8£110k68%
CH46 9£132k81%
CH47 0£393k241%
CH47 1£476k292%
CH47 2£206k127%
CH47 3£233k143%
CH47 4£364k223%
CH47 5£212k130%
CH47 6£399k245%
CH47 7£299k183%
CH47 9£256k157%
CH48 0£409k251%
CH48 1£568k349%
CH48 2£746k458%
CH48 3£302k185%
CH48 4£281k172%
CH48 5£280k172%
CH48 6£267k164%
CH48 7£512k314%
CH48 8£420k257%
CH48 9£236k144%
CH49 0£212k130%
CH49 1£257k158%
CH49 2£211k130%
CH49 3£206k127%
CH49 4£196k120%
CH49 5£147k90%
CH49 6£217k133%
CH49 7£108k66%
CH49 8£107k66%
CH49 9£115k70%
CH60 0£341k209%
CH60 1£354k217%
CH60 2£394k242%
CH60 3£472k289%
CH60 4£445k273%
CH60 5£218k134%
CH60 6£457k280%
CH60 7£202k124%
CH60 8£508k311%
CH60 9£459k281%
CH61 0£473k290%
CH61 1£255k157%
CH61 2£318k195%
CH61 3£237k145%
CH61 4£226k138%
CH61 5£193k118%
CH61 6£243k149%
CH61 7£229k140%
CH61 8£169k104%
CH61 9£196k120%
CH62 0£184k113%
CH62 1£89.1k55%
CH62 2£193k118%
CH62 3£133k82%
CH62 4£178k109%
CH62 5£148k90%
CH62 6£210k129%
CH62 7£162k99%
CH62 8£170k104%
CH62 9£138k85%
CH63 0£281k173%
CH63 1£334k205%
CH63 2£177k108%
CH63 3£199k122%
CH63 4£400k245%
CH63 5£209k128%
CH63 6£570k350%
CH63 7£156k95%
CH63 8£176k108%
CH63 9£240k147%
CH64 1£492k302%
CH64 3£240k147%
CH64 6£365k224%
CH64 7£510k313%
CH65 1£152k93%
L1 0£96.1k59%
L1 2£153k94%
L1 3£112k69%
L1 4£105k64%
L1 5£131k81%
L1 6£85.0k52%
L1 7£144k88%
L1 8£162k99%
L1 9£289k178%
L10 0£133k81%
L10 1£121k74%
L10 2£175k108%
L10 3£168k103%
L10 4£87.5k54%
L10 6£158k97%
L10 7£80.5k49%
L10 8£191k117%
L10 9£97.1k60%
L11 0£83.7k51%
L11 1£126k77%
L11 2£97.0k59%
L11 3£74.9k46%
L11 4£86.2k53%
L11 5£89.9k55%
L11 6£75.2k46%
L11 7£93.6k57%
L11 8£104k64%
L11 9£84.1k52%
L12 0£164k100%
L12 1£443k271%
L12 2£298k183%
L12 3£227k139%
L12 4£123k75%
L12 5£188k115%
L12 6£85.8k53%
L12 7£204k125%
L12 8£145k89%
L12 9£184k113%
L13 0£124k76%
L13 1£89.9k55%
L13 2£76.7k47%
L13 3£102k63%
L13 4£119k73%
L13 5£101k62%
L13 6£112k69%
L13 7£119k73%
L13 8£73.0k45%
L13 9£103k63%
L14 0£101k62%
L14 1£113k69%
L14 2£96.6k59%
L14 3£173k106%
L14 4£66.1k41%
L14 5£154k94%
L14 6£147k90%
L14 7£222k136%
L14 8£79.3k49%
L14 9£100k61%
L15 0£97.8k60%
L15 1£87.5k54%
L15 2£124k76%
L15 3£148k90%
L15 4£102k62%
L15 5£160k98%
L15 6£278k171%
L15 7£190k116%
L15 8£160k98%
L15 9£220k135%
L16 0£450k276%
L16 1£193k119%
L16 2£201k123%
L16 3£184k113%
L16 4£280k171%
L16 5£210k129%
L16 6£212k130%
L16 7£275k169%
L16 8£230k141%
L16 9£356k218%
L17 0£224k137%
L17 1£95.8k59%
L17 2£215k132%
L17 3£169k104%
L17 4£261k160%
L17 5£374k230%
L17 6£210k129%
L17 7£206k126%
L17 8£166k102%
L17 9£184k113%
L18 0£323k198%
L18 1£203k124%
L18 2£406k249%
L18 3£346k212%
L18 4£324k199%
L18 5£232k142%
L18 6£381k234%
L18 7£239k147%
L18 8£303k186%
L18 9£294k180%
L19 0£274k168%
L19 1£140k86%
L19 2£131k80%
L19 3£256k157%
L19 4£201k123%
L19 5£147k90%
L19 6£158k97%
L19 7£288k176%
L19 8£116k71%
L19 9£303k186%
L2 0£173k106%
L2 2£108k66%
L2 5£116k71%
L2 6£115k71%
L2 7£115k71%
L2 8£150k92%
L20 0£105k64%
L20 2£66.7k41%
L20 3£71.8k44%
L20 4£61.5k38%
L20 5£75.0k46%
L20 6£146k90%
L20 7£87.6k54%
L20 8£44.0k27%
L20 9£94.7k58%
L21 0£81.5k50%
L21 1£96.4k59%
L21 2£108k66%
L21 3£65.2k40%
L21 4£77.0k47%
L21 5£160k98%
L21 6£78.8k48%
L21 7£139k85%
L21 8£74.0k45%
L21 9£140k86%
L22 0£167k102%
L22 1£148k91%
L22 2£186k114%
L22 3£185k114%
L22 4£168k103%
L22 5£170k104%
L22 6£167k102%
L22 7£202k124%
L22 8£271k166%
L22 9£157k96%
L23 0£211k129%
L23 1£165k101%
L23 2£236k145%
L23 3£218k134%
L23 4£308k189%
L23 5£182k111%
L23 6£243k149%
L23 7£290k178%
L23 8£416k255%
L23 9£219k134%
L24 0£120k73%
L24 1£151k93%
L24 2£89.0k55%
L24 3£86.9k53%
L24 6£71.6k44%
L24 7£74.3k46%
L24 9£118k72%
L25 0£209k128%
L25 1£147k90%
L25 2£135k83%
L25 3£162k99%
L25 4£318k195%
L25 5£209k128%
L25 6£343k210%
L25 7£262k161%
L25 8£205k126%
L25 9£152k93%
L26 0£137k84%
L26 1£129k79%
L26 2£143k88%
L26 6£243k149%
L26 7£175k107%
L26 9£118k72%
L27 0£125k77%
L27 1£145k89%
L27 4£108k66%
L27 5£90.7k56%
L27 6£82.3k50%
L27 7£88.7k54%
L27 8£103k63%
L28 0£68.0k42%
L28 1£84.0k52%
L28 3£159k98%
L28 4£75.0k46%
L28 5£61.8k38%
L28 6£69.8k43%
L28 7£69.6k43%
L28 8£71.7k44%
L29 6£460k282%
L29 7£234k144%
L29 8£355k217%
L29 9£370k227%
L3 0£191k117%
L3 1£168k103%
L3 2£129k79%
L3 3£130k80%
L3 4£175k107%
L3 5£119k73%
L3 6£151k92%
L3 7£384k236%
L3 8£81.9k50%
L3 9£180k110%
L30 0£79.9k49%
L30 1£116k71%
L30 2£95.4k59%
L30 3£117k72%
L30 5£78.1k48%
L30 6£144k88%
L30 7£125k76%
L30 8£135k83%
L30 9£113k69%
L31 0£186k114%
L31 1£198k122%
L31 2£172k106%
L31 3£278k170%
L31 4£268k164%
L31 5£158k97%
L31 6£199k122%
L31 7£212k130%
L31 8£264k162%
L31 9£195k120%
L32 0£95.8k59%
L32 1£152k93%
L32 2£136k83%
L32 3£151k92%
L32 4£76.8k47%
L32 5£74.3k46%
L32 6£83.4k51%
L32 7£100k62%
L32 8£79.3k49%
L32 9£123k75%
L33 0£85.3k52%
L33 1£103k63%
L33 2£174k107%
L33 3£164k101%
L33 5£77.1k47%
L33 6£67.3k41%
L33 7£130k80%
L33 8£90.9k56%
L33 9£71.9k44%
L34 0£158k97%
L34 1£218k134%
L34 2£214k131%
L34 3£178k109%
L34 5£101k62%
L34 6£117k72%
L34 7£174k106%
L34 8£363k223%
L34 9£270k166%
L35 0£252k154%
L35 1£155k95%
L35 2£118k72%
L35 3£123k75%
L35 4£147k90%
L35 5£104k64%
L35 6£176k108%
L35 7£207k127%
L35 8£122k75%
L35 9£152k93%
L36 0£116k71%
L36 1£142k87%
L36 2£95.6k59%
L36 3£112k69%
L36 4£180k110%
L36 5£177k108%
L36 6£118k72%
L36 7£104k64%
L36 8£111k68%
L36 9£218k134%
L37 0£1.3M774%
L37 1£391k240%
L37 2£350k215%
L37 3£288k177%
L37 4£280k172%
L37 6£214k131%
L37 7£439k269%
L37 8£171k105%
L38 0£251k154%
L38 1£145k89%
L38 3£478k293%
L38 5£182k111%
L38 6£293k179%
L38 9£244k150%
L4 0£80.4k49%
L4 1£87.0k53%
L4 2£69.7k43%
L4 3£63.6k39%
L4 4£60.9k37%
L4 5£60.9k37%
L4 6£90.3k55%
L4 7£92.7k57%
L4 8£95.3k58%
L4 9£85.3k52%
L5 0£74.8k46%
L5 1£136k83%
L5 2£159k98%
L5 3£57.5k35%
L5 4£100k62%
L5 5£35.9k22%
L5 6£152k93%
L5 7£59.8k37%
L5 8£85.3k52%
L5 9£125k76%
L6 0£60.0k37%
L6 1£102k62%
L6 2£112k69%
L6 3£97.1k60%
L6 4£77.4k47%
L6 5£64.8k40%
L6 6£83.8k51%
L6 7£169k104%
L6 8£133k81%
L6 9£100k62%
L7 0£123k75%
L7 1£158k97%
L7 2£101k62%
L7 3£104k63%
L7 4£50.3k31%
L7 5£135k83%
L7 6£89.5k55%
L7 7£133k81%
L7 8£137k84%
L7 9£98.8k61%
L8 0£93.6k57%
L8 1£144k88%
L8 2£91.9k56%
L8 3£146k89%
L8 4£86.7k53%
L8 5£140k86%
L8 6£96.0k59%
L8 7£173k106%
L8 8£76.3k47%
L8 9£92.0k56%
L9 0£92.3k57%
L9 1£83.5k51%
L9 2£102k63%
L9 3£122k75%
L9 4£103k63%
L9 5£60.2k37%
L9 6£91.4k56%
L9 7£138k85%
L9 8£139k85%
L9 9£112k69%
PR8 1£140k86%
PR8 2£338k207%
PR8 3£199k122%
PR8 4£220k135%
PR8 6£175k107%
PR9 0£132k81%
PR9 7£180k110%
PR9 9£189k116%
WA10 1£60.5k37%
WA10 2£100.0k61%
WA10 3£120k73%
WA10 4£113k69%
WA10 5£259k159%
WA10 6£162k99%
WA11 0£118k72%
WA11 7£166k102%
WA11 8£224k138%
WA11 9£125k77%
WA12 0£193k118%
WA12 8£155k95%
WA12 9£149k92%
WA8 3£163k100%
WA8 4£139k85%
WA8 5£292k179%
WA9 1£75.9k47%
WA9 2£75.9k47%
WA9 3£102k62%
WA9 4£149k91%
WA9 5£157k96%
WN4 0£148k91%
WN5 7£200k123%

Merseyside house prices compared to other counties

Comparison of the average property price and an average price percentage change by county. Price % change compares the average property price between September 2018 - August 2019 to the average price in the previous 12 months. The size of the circle shows the number of property transactions. The bigger the circle the higher the sales volumes in county.

Merseyside house prices compared to other countiesAverage price percentage change
Average property price

Merseyside house price rank

With the average price of £163k, Merseyside is the 5. cheapest county out of 55 England and Wales' counties.

Merseyside house price rank

Merseyside property sales share by price range

shows a number of properties sold in a given price range between September 2018 - August 2019.

Merseyside property sales share by price range
Property price rangeMarket shareSales volumes
under £50k4.1%876
£50k-£100k26.5%5.7k
£100k-£150k25.8%5.5k
£150k-£200k19.7%4.2k
£200k-£250k10.2%2.2k
£250k-£300k5.2%1.1k
£300k-£400k5.0%1.1k
£400k-£500k1.9%399
£500k-£750k1.2%265
£750k-£1M0.3%62
over £1M0.1%19

Merseyside cost comparison of new homes and older homes

September 2018 - August 2019

Merseyside cost comparison of new homes and older homes

£164k

A newly built property

£163k

An established property

Merseyside cost comparison of houses and flats

September 2018 - August 2019

Merseyside cost comparison of houses and flats

£311k

Detached

£118k

Flat

£176k

Semi-Detached

£110k

Terraced

Merseyside real house prices

Yearly average nominal house prices adjusted for inflation.

Merseyside real house prices

Merseyside house prices compared to England & Wales' house prices

Yearly average nominal prices

Merseyside house prices

Merseyside house prices and nearby counties

Yearly average nominal prices

Merseyside house prices and nearby counties

Merseyside house prices new vs established

Yearly average nominal prices. Graphs shows a difference between house prices of newly built properties and house prices of established residential properties.

Merseyside house prices new vs established

Merseyside house prices by property type

Yearly average nominal prices

Merseyside house prices by property type

Associated reports:

Merseyside new home prices

Merseyside property transactions

Merseyside salary and unemployment

Merseyside crime statistics

Merseyside population statistics

Merseyside home energy certificates

Merseyside home features

Merseyside energy costs

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