What is a median price and why do we use it?
The median price is the middle price in a series of sales. For example, if there
are 15 sales recorded in a suburb and these are arranged in order from lowest to
highest value, then the eighth sale is the median price. In the case where there
is an even number of sales in a series, the median is the average of the middle
two prices.
An average price is different to a median as it is calculated by adding up the value
of all the sales and dividing it by the number of sales.
Median prices are generally used in property analysis rather than average prices
because median prices are unaffected by a few unusually high or low prices that
may skew averages. The median represents a more accurate measure of true market
activity.
Whilst the median provides a general indicator of the trend in property prices for
the majority of the market in a suburb, care should be taken when applying the results
to an individual property as prices may be influenced by a range of unique factors
including age, house and lot size and condition. The accompanying example highlights
the uniqueness and variability of price of each property.
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What data does REIWA use to calculate its median prices?
REIWA uses transfer of title data from the Landgate Information as the basis for
calculating various statistical parameters. It is important to appreciate that medians
are calculated using price data based on the sales contract date rather than the
settlement date. However the sales data is not available from the Landgate Information
until after settlement has occurred which delays the timing of REIWA releasing its
analysis.
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What is a preliminary median and why is the final median different?
When REIWA publishes its initial figures on
www.reiwa.com.au
and in the Property Report, it is important to understand that these are preliminary
medians as these are based only on a proportion of the data available,
generally around 65% for the most recent quarter. As the balance of the data is
received from the Landgate Information over the subsequent months after the initial
release, in many case the median whether it be for the quarter or for the year will
invariably change, hence the subsequent publication of final medians
when the next quarter is released.
For example, in the March Quarter 2006, Perth's preliminary median
for the quarter was $353,000 but as the balance of the records
are added from the latter part of the quarter, the final median
for the March Quarter increased to $365,000. Factors influencing
an increase between preliminary and final medians include:
- more affordable properties often have shorter settlement periods, hence the data
is received earlier, and
- in a rapidly rising market as experienced during 2005-06, prices increase monthly
and therefore later records are generally of a higher value.
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What is the difference between 'quarterly' medians and 'year to' medians?
Various media present a variety of median prices. REIWA publications present both:
- Quarterly medians which represent the median sales value for a
particular quarter. Publication of this figure is generally restricted to overall
markets such as Perth, Mandurah, Greater Bunbury and other regional centres, local
government areas or sub-regional areas within the Perth market such as the Western
Suburbs or Rockingham-Kwinana.
- Year to or annual medians represent the median of all sales transactions
that occurred over a 12 month period. Suburb data is often presented at this level,
particularly in the Property Report as there are often insufficient sales
or compositional variations of the property traded within each quarter that make
quarterly reporting and the associated percentage changes potentially volatile.
The accompanying example should assist in understanding these concepts.
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Why are there different ways that percentage changes are quoted?
Again, percentage changes are presented in various ways in the media. REIWA presents
percentage changes in the following ways:
- Quarterly change is the comparison of the median of one quarter
with the previous quarter. Generally this is restricted to larger overall markets
such as Perth and regional centres but that is not to say it cannot be applied to
suburbs assuming there is adequate sales volumes to provide a representative sample.
Industry practice usually restricts reporting of median sales price to volumes of
30 or more sales.
- Annual or Year on Year change can be expressed either as:
- the annual change between the medians in the same quarter for two subsequent years
or
- the annual change between medians for the year to date data compared with the previous
year to date data. This is what is typically presented in the Property Report for
suburbs.
- Average Annual Growth Rates for 5 and 10 Years are only calculated
using annual medians and represent the average compound growth over the respective
period.
It is therefore important to understand what data is being presented in the first
instances, whether it is quarterly or annual and then the nature of the change being
presented.
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What are Upper and Lower Quartiles?
Other statistical parameters that may be reported in the media or in REIWA research
from time to time include the upper and lower quartiles. These are derived in a
similar way to calculating the median by placing all records for a period in value
order and identifying the values that represent:
- the top of the bottom 25% of the market the lower quartile, and
- the bottom of the top 25% of the market the upper quartile.
Use of quartiles and the relative movement in values of the quartiles between quarters
or over the year help us to understand which part of the market is moving relative
to the median. The lower quartile tells us that 25% of the market was priced at
or below the lower quartile value whilst the upper quartile indicates the top 25%
of the market was priced above the upper quartile.
It follows then that the remaining part of the market between the two quartiles
represents 50% of the market and includes the median value.
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Why does the annual percentage change presented in the Property Report differ if
I compare this year
When REIWA releases suburb data in the Property Report, it is important
to appreciate that this is preliminary data and the annual
percentage change is therefore preliminary. The percentage change is
calculated using final data from the previous year and therefore
it is not appropriate to calculate the change using the median published in the
Property Report a year ago as this was also preliminary data and has invariably
changed. The revised median for the previous year is available on Suburb Profiles
at http://reiwa.com/ .
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Worked examples of property price measurement
The following examples have been prepared to assist in understanding the concepts
mentioned. The initial part focuses on the overall Perth market to assist in appreciating
the difference in price measurement using both quarterly and annual data and also
how the percentage changes vary depending upon the nature of the analysis. The second
example focuses on the suburb of Swanbourne and uses actual sales data to highlight
the volatility and compositional change associated with small sales volumes at suburb
level.
- Quarterly and Annual Analysis
- Overall Perth Market - Analysis using Quarterly Data
|
Final March quarter 2006 median
|
$365,000
|
|
Final December quarter 2005 median
|
$336,000
|
|
Final March quarter 2005 median
|
$285,000
|
|
March quarter - Quarterly Increase
|
8.6%
|
|
March quarter - Annual Increase
|
28.1%
|
- Overall Perth Market - Analysis using Annual Data
|
Final Year to March quarter 2006 median
|
$330,000
|
|
Final Year to December quarter 2005 median
|
$308,000
|
|
Final Year to March quarter 2005 median
|
$270,000
|
|
"Year to March quarter - Quarterly Increase
|
7.1%
|
|
"Year to March quarter - Annual Increase
|
22.2%
|
Comment: Firstly, the data highlights the variation in medians,
whether it is a quarterly or annual median and secondly the analysis highlights
differences in calculating both quarterly and annual percentages given the difference
in the data samples.
- Compositional Change and Quarterly Volatility
- Effects of preliminary and final median price data
When the 2006 March Quarter Property Report released on May 27, 2006, the
preliminary median price for Swanbourne for the Year to March 2006
was quoted as $895,000 based on 43 sales. The annual percentage change quoted for
the Year to March 2006 was 4.7%, significantly lower than the overall Perth increase
of 22.2% for the Year to March.
The final median price for Swanbourne for the Year to March 2006
was $950,000 based on 51 sales, with the revised annual growth rate up to 11.1%.
These annual increases are based on the final median price for Swanbourne for the
Year to March 2005 of $855,000 and not the preliminary figure of $780,000 published
in Property Report of May 2005.
- Implications of small volume suburb data
The accompanying table of quarterly sales data in Swanbourne for the June, September
and December quarters in 2005 and the March quarter of 2006 highlights:
- Significant variability of sales volumes across the quarters
- The influence of stock composition on price in terms of lot size and age
- Variability of both the median and average price across the quarters
- Significant volatility in the quarterly change in median house price
Comment: The individual property sales data supports the earlier
comment that the median only provides an indication or trend within a suburb and
the uniqueness of each property is reflected by the broad spread of prices.
|
| June Qtr 2005 |
Sept Qtr 2005 |
Dec Qtr 2005 |
Mar Qtr 2006 |
Total Revenue |
$13,571 |
$7,710 |
$13,662 |
$23,595 |
Sales |
15 |
6 |
10 |
20 |
Ave Price ('000) |
$904 |
$1,285 |
$1,366 |
$1,179 |
Median Price ($'000) |
$840 |
$1,127 |
$1,200 |
$1,045 |
Median Price Qtly Change |
|
34% |
6% |
-13% |
| LAND AREA |
YEAR BUILT |
Sale Price $'000) |
LAND AREA |
YEAR BUILT |
Sale Price ($'000) |
LAND AREA |
YEAR BUILT |
Sale Price ($'000) |
LAND AREA
| YEAR BUILT |
Sale Price ($'000) |
404 |
2001 |
$1,650 |
688 |
2003 |
$2,150 |
809 |
1999 |
$2,500 |
693 |
2003 |
$2,020 |
357 |
2004 |
$1,240 |
481 |
2001 |
$1,730 |
391 |
2005 |
$2,300 |
688 |
1990 |
$1,885 |
771 |
1950 |
$1,175 |
564 |
1927 |
$1,320 |
809 |
1953 |
$1,750 |
1,012 |
1970 |
$1,876 |
236 |
1992 |
$937 |
685 |
1940 |
$935 |
476 |
2003 |
$1,250 |
306 |
2004 |
$1,693 |
859 |
1952 |
$895 |
809 |
1953 |
$840 |
809 |
1945 |
$1,230 |
306 |
2005 |
$1,650 |
321 |
1991 |
$887 |
607 |
1950 |
$735 |
531 |
1997 |
$1,170 |
625 |
1935 |
$1,300 |
594 |
1982 |
$865 |
|
|
|
344 |
1995 |
$953 |
685 |
1950 |
$1,290 |
507 |
1940 |
$840 |
|
|
|
630 |
1963 |
$880 |
306 |
1998 |
$1,240 |
556 |
1990 |
$790 |
|
|
|
551 |
1954 |
$829 |
683 |
1963 |
$1,200 |
630 |
1950 |
$775 |
|
|
|
766 |
1932 |
$800 |
460 |
1962 |
$1,060 |
531 |
1948 |
$751 |
|
|
|
|
|
|
473 |
1964 |
$1,030 |
531 |
1960 |
$720 |
|
|
|
|
|
|
455 |
1905 |
$1,012 |
0 |
1985 |
$715 |
|
|
|
|
|
|
546 |
1954 |
$950 |
473 |
1916 |
$670 |
|
|
|
|
|
|
473 |
1948 |
$865 |
306 |
1975 |
$660 |
|
|
|
|
|
|
599 |
1900 |
$829 |
|
|
|
|
|
|
|
|
|
666 |
1950 |
$790 |
|
|
|
|
|
|
|
|
|
304 |
1957 |
$775 |
|
|
|
|
|
|
|
|
|
430 |
1895 |
$775 |
|
|
|
|
|
|
|
|
|
306 |
1973 |
$740 |
|
|
|
|
|
|
|
|
|
0 |
1969 |
$615 |
|