Understanding Gloucester's Property Market

Posted on: 6 September 2023

Understanding Gloucester's Property Market:

The Hidden Perils of Overpricing Your Home in Gloucester's Cooling Market

 

In an age of soundbites and sensationalism, the UK property market—particularly here in Gloucester—often finds itself misconstrued by general narratives.

 

While we cannot ignore the challenges of increasing mortgage rates and shifting buyer preferences, it is vital to appreciate the broader context to understand what's happening in the Gloucester property landscape.

 

The UK housing market is currently at a crossroads, characterised by its lowest house price growth since 2012. High mortgage rates are making a significant dent in market activity, affecting everything from buyer demand to the volume of property sales.

 

Gloucester properties are still selling but not at the rate or level they were in 2021. Therefore, correctly pricing your property for sale cannot be underestimated. Let me explain why, then the reasons behind the current state of play nationally, and finally, the exact story of what is happening now (and in the future) in Gloucester.

 

The Importance of Correctly Setting an Asking Price for Your Gloucester Home

Putting your Gloucester property on the market at too high an asking price can significantly deter potential buyers and limit the number of people who come to view it. Buyers often have a budget range in mind, and if your property is priced above comparable homes in the area, it's likely to be filtered out of search results and go unnoticed.

 

Even if the property gets some attention, the inflated price can send a message that you're not serious about selling or unwilling to negotiate. This can result in your property languishing on the market, which could necessitate future price reductions.

 

Over time, a stale listing may become stigmatised, leading buyers to suspect that something must be wrong with the property beyond its high price.

 

Thus, setting a realistic, market-aligned asking price is crucial for attracting a broad pool of qualified buyers and facilitating a quicker, more lucrative sale.

 

The Impact of High Mortgage Rates

High mortgage rates are putting a strain on the housing market. The latest data shows a significant fall in demand from buyers — about a third less than the average during the same period over the last five years (2018-2022). While there is a greater number of homes available for sale now compared to the previous two years, fewer homes are selling.

 

Nationally, this year, the number of properties sold stc has been 750,113 (to the end of August). That same sales figure to the end of August 2022 was 903,799 (a 17% decrease), and to the end of August 2021, 1,020,439 (a 26.49% decrease). As you’d expect, mortgage-backed sales are particularly hit hard, expected to be just over a quarter lower than last year. Cash sales are expected to be less affected, but the overall market activity remains sluggish.

 

Regional Disparities

An interesting aspect of the current housing market is the distinct regional disparity. Looking at the £ per square foot of the sales agreed (not completed) of the August 22 sales vs. August 23.

 

East of England -4.85%

North East -3.71%

South East -2.99%

Wales -2.02%

East Midlands -1.72%

Yorkshire and The Humber -0.85%

West Midlands -0.62%

North West -0.54%

Outer London -0.44%

Inner London -0.13%

South West 2.85%

Scotland 3.88%

 

In the East of England (as a region), house prices have fallen by just under 5% over the last year. Conversely, there's been a 3.8% increase in house prices in Scotland.

 

First-time Buyers and Affordability

High mortgage rates are affecting first-time buyers disproportionately. In 2021/2, low mortgage rates made buying a Gloucester home cheaper than renting, spurring a wave of first-time buyers. However, continuing with the regional theme, with current mortgage rates soaring above 5%, renting has now become cheaper on average than buying for a first-time buyer property in London, the South and parts of the Midlands, even despite high rental growth in recent years (although it is still cheaper to buy than rent in the North, Wales and Scotland).

 

The Role of Wage Growth

Despite the bleak outlook, there is a silver lining. Faster wage growth is making housing more affordable. Average wage rises of 8.2% over the past year are helping to balance out the effect of 22.56% higher mortgage payments on first-time buyers' household incomes (up from 31.9% in Q2, 2022 to 39% in Q2, 2023). As a result, the gap between house prices and earnings is closing, and affordability is expected to improve by 10% over 2023.

 

Focus on Gloucester

 

In 2021, an average of 390 properties were coming onto the market in the Gloucester area per month, whilst there was an average of 369 properties selling monthly. Therefore, there was a slight average net increase of 21 properties per month in the Gloucester area to buy (hence, the Gloucester property market was doing quite well).

In 2022, an average of 393 properties were coming onto the market in the Gloucester area per month, yet there was only an average of 326 properties selling each month. There was an increasing supply of properties (average net increase of 67 properties each month), but demand (property sales) did not follow suit. Consequently, saleability rates dropped as Gloucester homeowners only had an 83.0% chance of selling.

To the end of August 2023, there has been a further increase in new properties coming on the market (an average of 432 properties coming onto the market in the Gloucester area per month). Yet, demand has dropped further as only an average of 307 properties have been selling per month, meaning there has been an average net increase of 125 properties per month in the Gloucester area to buy. Consequently, saleability rates have continued to drop even further as Gloucester homeowners have only had a 71.0% chance of selling this year.

 

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Recent Blogs

2 November 2023

1 In 4.6 Of Gloucester Homes Are In The Private Rented Sector

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