By voting at elections for the House of Representatives the people of each electoral division (also called an electorate or a constituency) select a person to represent them in the House. By selecting their representatives the voters, or electors, indirectly select the nation’s government, because the government is formed from the political party or alliance of parties (coalition) which has a majority (or the support of a majority) of the members of the House of Representatives.
When are elections held?
Under Australia’s Constitution each House of Representatives may last no more than three years from the first meeting of the House after an election, but may be dissolved sooner. General elections are then held to elect all members of the House of Representatives, according to the timetable below.
If a seat in the House becomes vacant between general elections—for example, if a member resigns or dies—a by-election is held to elect a new member to represent that electorate until the next general election.
Who can stand for election?
Candidates for election must be Australian citizens and be eligible to vote. Senators, members of state parliaments, public servants, including defence personnel, and officers of the Australian Electoral Commission (AEC) are not eligible to become members of the House of Representatives and must resign their position if they wish to nominate for election to the House. Some public service bodies have arrangements to allow unsuccessful candidates to rejoin the public service after the election. People who are citizens of, or hold allegiance to, a foreign country; who are undischarged bankrupts; or who have been convicted of certain offences are also not eligible to become members.
Candidates must be nominated by a political party or by at least 100 electors of the electorate to be contested. However, a sitting member who was elected as an independent needs nomination by only one elector, if they wish to stand again for the same seat. On nomination candidates pay a deposit of $2,000. This is returned if the candidate is elected or receives at least 4 per cent of the (first preference) votes cast in the electorate.
Who votes?
Australian citizens who are 18 years of age or older are required to enrol as voters unless they are not eligible because, for example, they are of ‘an unsound mind’ or serving a sentence of imprisonment of three years or more. Voting is compulsory for all people enrolled. People who do not vote may be fined.
Who conducts the election?
The AEC, a statutory authority headed by the Electoral Commissioner, is responsible for the administration of all Commonwealth electoral matters, including, for example, the conduct of elections, the maintenance of up-to-date lists of electors (electoral rolls) and the drawing of electorate boundaries. An election takes place in response to a formal order (writ) from the Governor-General (or the Speaker in the case of a by-election) requiring the Electoral Commissioner to conduct an election. For a general election a single writ is issued for each state and territory.
AEC staff counting the votes on an election day
Voting
The ballot paper for each electoral division lists candidates’ names and shows the parties they represent (if they do not represent a party, candidates may request to be shown as an ‘Independent’). Candidates are listed in a random order, determined by drawing lots.
The system of voting used in elections for the House of Representatives is preferential; that is, voters have to rank all candidates in order of preference—they may not just vote for one candidate. Voters are directed to mark their vote on the ballot paper by placing numbers in the squares opposite the names of the candidates so as to indicate their order of preference; if there are three candidates, for example, they must write the numbers 1, 2 and 3 in the appropriate squares. Ballot papers which are incorrectly filled out (informal) are not valid and are not included in the count.
Preferential voting is designed to produce the election of the candidate who is most representative of the wishes of an electorate. To be successful a candidate must be supported by the majority (that is, more than half) of voters. This system is considered fairer than a non-preferential (first-past-the-post) system under which the candidate with the most votes is elected, even though he or she may have support from less than half the voters.
The result—declaration of the poll and return of the writs
The result of each election is announced (declared) as soon as possible after counting has been completed in the electoral division. Following a general election, when the results for all divisions have been declared the Electoral Commissioner certifies on each writ the name of the successful candidate for each division and returns the writs to the Governor-General, who in turn forwards them to the Clerk of the House of Representatives.
The validity of an election may be challenged by a petition addressed to the Court of Disputed Returns (the High Court acting in a special capacity). This may occur if it is alleged that a candidate was not eligible to become a member for one of the reasons listed earlier in this infosheet or if it is claimed that there has been some irregularity in the election process.
Disclosure of income and expenditure, public funding
All candidates are required to make returns to the Electoral Commission detailing any donations they have received for electoral purposes and electoral expenditure they have incurred or authorised. Political parties also have to submit annual returns or copies of their audited accounts. Disclosure laws also apply to other people involved in the electoral process. This information is publicly available on the Electoral Commission website.
Candidates who receive at least 4 per cent of the (first preference) vote are reimbursed for electoral expenses by a specified amount for each such vote they receive. Election funding is paid either to a registered political party on behalf of each endorsed candidate or is paid direct to a candidate who is not endorsed by a registered party. This amount (currently approximately $3.29 per eligible vote) is indexed every six months for inflation.
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Electoral divisions
Australia is currently divided into 151 electoral divisions, each represented by one member. Under the Constitution each existing state is guaranteed at least five members, but all states except Tasmania now have more, the numbers depending on their population. States may gain or lose members as a consequence of population movements. Because of Australia’s uneven distribution of population, electoral divisions differ greatly in area, ranging from 32 sq. km (Grayndler, NSW) to over 1.3 million sq. km (Durack, WA). At April 2022, there was an average of approximately 117,163 enrolled electors per electorate.
One year after a new parliament first meets, the AEC uses the latest population statistics to determine how many electorates each state and territory is entitled to. The entitlement determination in 2017 resulted in an increase in the number of electorates from 150 to 151 at the 2019 general election (with the ACT gaining the new seat). In 2023, however, the AEC determined that the House will return to 150 members at the next election, with WA gaining a seat, and NSW and Victoria each losing a seat.
Electoral boundaries are reviewed regularly and, if necessary, adjusted (redistributed) to reflect population changes. The aim of redistribution is to ensure that electoral divisions within each state or territory contain approximately an equal number of electors. The number of electoral divisions in each of the states and territories at the next general election is below.
New South Wales |
46 |
Victoria |
38 |
Queensland |
30 |
Western Australia |
16 |
South Australia |
10 |
Tasmania |
5 |
Australian Capital Territory |
3 |
Northern Territory |
2 |
TOTAL |
150 |
When is the next general election?
The next House of Representatives (and half Senate) election will be held no later than May 2025.
For more information
House of Representatives Practice, 7th edn, Department of the House of Representatives, Canberra, 2018,
pp. 85–106.
Australian Electoral Commission website: www.aec.gov.au
About the House website: www.aph.gov.au/athnews
Facebook: @AboutTheHouseAU
X: @AboutTheHouse
Image courtesy of Arthur Mostead, AEC.
Timetable for general elections
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)