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Act
Information
Official
the
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Released
19 October 2012
METIS: 694205
Education Report: Background notes for Minister’s attendance
and
speech at
the 2012 Australian
Mathematics Trust presentation ceremony as
the Guest of Honour
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Recommendations:
We recommend that you
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a.
note you have accepted to be the Guest of Honour at the 2012 Australian
Mathematics Trust Awards. It will be held on Thursday, 1 November from 12
noon until 2pm in the Legislative Council Chamber.
b.
note this event will bring together representatives of key groups in mathematics
education, who are interested in hearing you speak on the virtues of achievement
in mathematics.
c.
note the background information, press release, and speech notes attached for
your address.
Information
Official
9(2)(a)
Group Manager
the
Curriculum, Teaching and Learning
NOTED / APPROVED
under
Hon Hekia Parata
Minister of Education
__ __/__ __/__ __
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Education Report: Background notes for Minister’s attendance
and
speech at
the 2012
Australian
Mathematics Trust presentation ceremony as
the Guest of Honour
Purpose of report
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1.
This report provides background on the 2012 Australian Mathematics Trusts
Awards and speech notes for your address at the event. You agreed to host the
presentation ceremony and to present this year’s medals as the Guest of Honour.
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The Australian Mathematics Competition
2.
The Australian Mathematics Competition is in its 35th year, and in 2012 the
competition attracted entries from approximately 325,000 students in
40 countries. Outside of Australia, New Zealand is second only to Singapore for
the number of entries in the competition.
3.
The aims of the competition are to enrich mathematics learning, discover talent
and generate classroom resources.
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4.
The competition is administered by the Board of the Australian Mathematics
Trust, a not-for-profit body based at the University of Canberra. Its purpose is to
enrich the teaching and learning of mathematics for students of all standards.
5.
The Australian Mathematics Trust has representatives on its board from the
Australian Association of Mathematics Teachers, Australian Academy of Science
Official
and Australian Mathematical Society. It administers mathematical enrichment
activities for Australian and international students and publishes books on
mathematical enrichment.
the
6.
The Australian Mathematics Competition is for students of all ability levels, ages
8 to 19. Students are asked to solve thirty problems in 60 minutes, for primary
age students, or 75 minutes for intermediate and secondary age students. The
problems get progressively more difficult until they are challenging to the most
gifted student, so that all students will make progress and find a point of
challenge1.
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7.
The awards structure:
a.
Peter O’Halloran Certificate – awarded to students who gain a perfect score
at any level of the competition.
b.
Medals - for students of secondary school level, generally no more than 3
students by region or nation who have performed to an outstanding level.
c.
Prudence awards - for the student in each school (minimum of 50 entrants)
who has the most consecutive responses correct starting from question 1.
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1 http://www.amt.edu.au/amcfact.html
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d.
Prizes - are generally awarded to no more than 1 student for every
300 students from the same region/country and year level.
e.
High Distinction - awarded to a student who has not received a higher
award but is in the top 2% of their year and region (top 5% for senior
secondary).
f.
Distinction Certificate - awarded to a student who has not received a higher
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award but is in the top 15% (25% for senior secondary) of their year and
region.
g.
Credit Certificate - awarded to a student who has not received a higher
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award but is in the top 50% (60% for senior secondary) of their year and
region.
h.
Proficiency or participation certificates - awarded to students who do not
receive higher awards.
8.
Recognised benefits of participation in the Australian Mathematics Competition
are:
a.
Students receive a certificate or award commensurate with the level of their
performance, and a report showing how they performed for each question
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with comparative statistics.
b.
By participating in a large event and attempting the same problems as
other students in other countries, students gain a statistically reliable
measure of the standard they have reached regionally, nationally and
globally.
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c.
Schools receive a confidential set of statistics to inform their achievement
data relative to other regions.
d.
Mathematics competitions, not only the Australian Mathematics
the
Competition, provide opportunities for students to exhibit their special
talents and abilities, are part of the continuum of curriculum provision,
enhance students’ self-directed learning skills, sense of autonomy and
achievement2.
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New Zealand student participation and achievement in the Australian
Mathematics Competition
9.
The Australian Mathematics Competition is one of a number of mathematical
competitions available to students in New Zealand. It is viewed by teachers and
students as an enhancement of the provision for mathematical learning
experiences in the school curriculum.
10. In 2012 a total number of 20,244 students participated from 330 New Zealand
schools. This year 60 prizes were awarded, including 5 medals.
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2 Bicknell, B. (2012). Competitions and the mathematically gifted. The University of Waikato,
New Zealand. Available from http://www.giftednz.org.nz/Conference%20PDFs/BIC12030.pdf
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11. Typically the top 0.01% globally of the students who sit the competition qualify for
a medal, so as a country New Zealand has performed above the expected ratio
of 1 medal per 10,000 entrants. We usually achieve between 3 – 5 medals each
year.
12. The competition’s aims reflect the vision of The New Zealand Curriculum of
young New Zealanders as confident, connected, actively involved life-long
learners. It encourages thinking and problem solving, self-management, as well
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as embodying the principle of high expectations, and dispositions for personal
excellence.
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Virtues of achievement in mathematics
13. The essence statement for mathematics and statistics in The New Zealand
Curriculum identifies that in this learning area “students explore relationships in
quantities, space, and data and learn to express these relationships in ways that
help them to make sense of the world around them” (page 17).
14. Evelyn Boyd Granville, who is the first African-American woman to earn a
doctorate in mathematics in the United States, has spoken all over America on
the beauty of math and the need for students to study math in order to train their
Information
minds for rigorous and logical thinking. She says, “The study of mathematics
enhances one's skill to think logically, to solve problems and to be creative
thinkers”3.
15. Common ideas about the usefulness of mathematics, and virtues of learning
mathematics include:
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a.
Practising mathematics
i
develops problem solving and organisational skills useful for everyday
life, such as managing personal finances and time
ii
improves the ability to recognise patterns, and to think logically,
the
analytically, critically and creatively
iii
develops fluency with the symbolic language of mathematical notation
and abstract logic.
b.
Mathematics learning improves
i
career choices and pathways. Mathematical knowledge is utilised for
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study and performance in other fields, such as engineering, design,
economics and even baking. Consider, which doors of choice close
when you stop learning mathematics?
ii
understanding of the world around you. Mathematics is a universal
language and understanding shared by all cultures; it influences our
perception of our world and other’s lives.
c.
Mathematics has value for individuals and wider society because
i
the technologies and science that shape our world and underpin
innovation depend on advanced mathematical understanding
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3 http://www.yale.edu/opa/arc-ybc/v28.n23/story9.html
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ii
the physical world is governed by tremendous amounts of
mathematical relations; quantities, rates of change, accumulation of
effects, even how parents provide iPads or petrol for their teenagers
iii
mathematics communicates relationships concisely
iv
it empowers individuals to manage their own lives and New Zealand
to compete globally.
16.
An unnamed student summed up the virtue of learning mathematics as “math
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might be hard, but it is hardly useless.”4
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Details for the Awards Ceremony
17.
The event is to be held from 12 noon until 2pm on Thursday, 1 November 2012.
The award ceremony wil take place in the Legislative Council Chamber, followed
by refreshments in the Grand Hall. The host is Executive Director of the
Australian Mathematics Trust, Professor Peter Taylor, who will retire at the end of
this year.
18.
The number of people expected to attend is 100-120, including students and their
parents, teachers, Trust staff, Committee Members and other guests. The
Ministry cannot provide a confirmed guest list or that of the awardees, but
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Australian Mathematics Competition Trust in Canberra have said these will be
forwarded to your office directly.
19.
You have been asked to speak for up to 10 minutes on the virtues of
achievement in mathematics, or other appropriate topic; speech notes are
attached. You will be introduced by Mr Atkins, and your speech is scheduled to
occur at 12.25pm.
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20.
You will present the top awards which are the Australian Mathematics
Competition Medals, to five New Zealand winners.
the
21.
The awards ceremony was previously held in the same venue, hosted by
Hon Steve Maharey in 2006, and the Trust kindly acknowledges this past
hospitality, and your own for this event.
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4 http://www.math.uakron.edu/~norfolk/why223f03.pdf
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Document 2
2012 Australian Mathematics Competition
New Zealand Awards Presentation
Legislative Council Chamber, Parliament Buildings, Wellington
Thursday 1 November 2012
DRAFT RUNNING ORDER
Pre-ceremony
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11:00 am
9(2)(a)
arrives and sets up room – seat labels, nametags etc.
11:30 am
9(2)(a)
meets photographer; photographer sets up. Act
11:45 am
9(2)(a)
briefs students on proceedings.
11.55 am
Prof Taylor
greets Hon Hekia Parata and accompanying staff in foyer.
Ceremony
Master of Ceremonies:
Mr Warren Atkins
Chair of the Australian Mathematics Foundation
12:00 noon
Mr Atkins
welcomes guests and recipients of awards and introduces
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AMT Executive Director, Professor Peter Taylor.
12.05 pm
Prof Taylor
speaks about the AMC and Trust activities.
12:15 pm
Mr Atkins
introduces AMC Director for New Zealand, Mr Gus Gale.
12:16 pm
Mr Atkins
explains the Prudence Awards and invites Mr Gale to
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present
15 Prudence Awards for the Wellington region.
Mr Atkins
reads out the name of each Prudence award winner.
(Alan Parris hands certificates to Mr Gale as each name
the
is called.)
Mr Gale
Presents
15 AMC Prudence Awards.
12:23 pm
Mr Atkins
explains the Prize Awards and invites Mr Gale to present
five (5) Prize Awards for the Wellington region.
Mr Atkins
reads out the name of each prize winner.
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(Alan Parris hands certificates to Mr Gale as each name
is called.)
Mr Gale
Presents
five (5) AMC Prize Awards.
Mr Atkins
introduces Guest of Honour, Hon Hekia Parata, Minister
of Education.
12:25 pm
Hon Hekia Parata
speaks to students and guests.
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12:35 pm
Mr Atkins
reads out the name of each of the
five (5) medallists and
short biography.
Hon Hekia Parata
presents AMC Medals to five (5) students. (Alan Parris hands the Medals to Hon Hekia Parata as
each name is called.)
2012 AMC Presentations | Wellington | Running order @ 05/10/12
Photographer
takes photo of each student accepting their Award, and
takes photos of groups as requested at end of
presentations.
12:45 pm
Medallists
remain on the stage for group photo after individual
presentations have concluded.
Prof Taylor
thanks Hon Hekia Parata and presents her with a
memento.
12:50 pm
Mr Atkins
thanks everyone for their attendance and invites all
guests to move to Grand Hall for refreshments.
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2 pm – 2.15 pm
Guests depart.
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9(2)(a)
AMT contact:
Information
Photographer:
9(2)(a)
Official
Caterer:
9(2)(a)
the
Venue:
9(2)(a)
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Released
2012 AMC Presentations | Wellington | Running order @ 05/10/12