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And the word of the year is…

It’s almost time to go on holiday and escape from hearing certain words every day!! But before you go, in our last newsletter of 2025, we thought we’d share the word of the year… which is actually a number (well, said as two numbers)…

According to CensusAtSchool data, it’s well and truly 67!

Check out our updated visualisation

Dictionary.com has also named 67 as word of the year.

However, the Oxford English Dictionary gave rage bait the honours.

Join us for a day focused on leveraging technology to enhance statistics teaching.

Register now

Date
December 5, 2025

Location
University of Auckland City Campus.
Building 201, 10 Symonds Street. (Note: new venue)

Fee
$180 + GST (AMA members)
$200 + GST (Non-members)

Deadline
Registrations close December 3.

Brought to you by The University of Auckland Department of Statistics in collaboration with the Auckland Mathematics Association. 

Keynote Speakers

  • Dave Phillips (NZAMT President, Lincoln High School, UC): Probably, Possibly, Potentially – Managing educational “noise” (curriculum changes, media hype) to achieve the best for our ākonga.
  • Michael Walden (Mount Albert Grammar School, Kalman Prize Winner): Sharing his essential websites and apps that boost engagement and student understanding of key statistical concepts.

Workshops

  • Kiri Dillon (Lincoln High School): Strategies to ensure technology is a positive amplifier for student success.
  • Pip Arnold (University of Auckland): Tūturu | Youth Gaming and Gambling in Aotearoa New Zealand. Engage with materials on this relevant context, working with statistical reports and permutations.
  • Clare Nelson & Marieke Brinkman (Edgewater College): Explore hands-on activities to teach authentic statistical report writing and foster statistical thinking.
  • Tom Lin (Epsom Girls’ Grammar School): Use Google Gemini AI as a personal curriculum designer to save time and create impactful learning.
  • Julia Crawford (Cognition Education): Dive into the 2025 curriculum (Phase 3 & 4) to design learning using the PPDAC cycle.
  • Rachel Cunliffe (CensusAtSchool): The Real Messy World of Data: Behind the Scenes at CensusAtSchool, Inside Out.
  • Anna Fergusson (University of Auckland): Explore tasks focused on constructing data from sources (text, images, sounds) while teaching ethical data processes.
  • Richard Mariu & Marina MacFarland (Auckland Girls’ Grammar School): Developing assessments for the Level 1 Statistics internal.
  • Jared Hockly (Western Springs College): CODAP for new or intermediate users.
  • Pip Arnold (University of Auckland): Undertake probability experiments and discuss how this fits in the refreshed curriculum.
  • Sophie Wright (Mount Roskill Grammar School): Strategies and tools to support statistical report writing.
  • Ben Coop (Lynfield College): Using Gemini Gem for marking L3 Bivariate Data.
  • Jessie Payne & Morgan Phillips (StatsNZ): How Aotearoa New Zealand’s census is changing and key tools StatsNZ offers for statistics teachers.
  • Camilo Lopez (University of Auckland): Explore the famous Monty Hall problem and its variants using simulators for teaching probability notions.
  • Rochelle Telfer (Whangārei Girls’ High School): Hands-on activities to access and improve students’ thinking in statistics and probability.
  • Anne Patel (University of Auckland): Use tech to supercharge students’ writing and provide feedback for reasoning from plots and tables.

CODAP V3 Released

Many of you will be familiar with CODAP (Common Online Data Analysis Platform). You may have attended one of the many sessions around the country or as part of the AMAonline series.

In the book Statistical Investigations | Te Tūhuratanga Tauanga (Arnold, 2022, p. 221), there is some background about CODAP, some of which is shared here.

CODAP is free open source software for data analysis built for use in schools. With CODAP, you can explore, visualize, and learn from data in any content area. Our mission is to make data literacy accessible for all students. CODAP is easy to use and runs in your web browser. CODAP is (and always will be) free. Share your data with others and bring it to life!

CODAP is created and maintained by The Concord Consortium. In New Zealand, CODAP has been used successfully with students from Year 4 onwards. CODAP has been designed to be accessible to younger students, allowing novice users to visualise data quickly and fluidly.

CODAP supports developing statistical concepts as well as doing statistical analysis. In CODAP, graphs are dynamically linked; highlighting data points in one graph highlights the same cases in all other graphs, tables, and maps.

Registrations are open! Statistics Teachers’ Day 2025

Join us for a day focused on leveraging technology to enhance statistics teaching.

Register now

Date
December 5, 2025

Location
University of Auckland City Campus.
Building 201, 10 Symonds Street. (Note: new venue)

Fee
$180 + GST (AMA members)
$200 + GST (Non-members)

Deadline
Registrations close December 3.

Brought to you by The University of Auckland Department of Statistics in collaboration with the Auckland Mathematics Association. 

Keynote Speakers

  • Dave Phillips (NZAMT President, Lincoln High School, UC): Probably, Possibly, Potentially – Managing educational “noise” (curriculum changes, media hype) to achieve the best for our ākonga.
  • Michael Walden (Mount Albert Grammar School, Kalman Prize Winner): Sharing his essential websites and apps that boost engagement and student understanding of key statistical concepts.

Workshops

  • Kiri Dillon (Lincoln High School): Strategies to ensure technology is a positive amplifier for student success.
  • Pip Arnold (University of Auckland): Tūturu | Youth Gaming and Gambling in Aotearoa New Zealand. Engage with materials on this relevant context, working with statistical reports and permutations.
  • Clare Nelson & Marieke Brinkman (Edgewater College): Explore hands-on activities to teach authentic statistical report writing and foster statistical thinking.
  • Tom Lin (Epsom Girls’ Grammar School): Use Google Gemini AI as a personal curriculum designer to save time and create impactful learning.
  • Julia Crawford (Cognition Education): Dive into the 2025 curriculum (Phase 3 & 4) to design learning using the PPDAC cycle.
  • Rachel Cunliffe (CensusAtSchool): The Real Messy World of Data: Behind the Scenes at CensusAtSchool, Inside Out.
  • Anna Fergusson (University of Auckland): Explore tasks focused on constructing data from sources (text, images, sounds) while teaching ethical data processes.
  • Richard Mariu & Marina MacFarland (Auckland Girls’ Grammar School): Developing assessments for the Level 1 Statistics internal.
  • Jared Hockly (Western Springs College): CODAP for new or intermediate users.
  • Pip Arnold (University of Auckland): Undertake probability experiments and discuss how this fits in the refreshed curriculum.
  • Sophie Wright (Mount Roskill Grammar School): Strategies and tools to support statistical report writing.
  • Ben Coop (Lynfield College): Using Gemini Gem for marking L3 Bivariate Data.
  • Jessie Payne & Morgan Phillips (StatsNZ): How Aotearoa New Zealand’s census is changing and key tools StatsNZ offers for statistics teachers.
  • Camilo Lopez (University of Auckland): Explore the famous Monty Hall problem and its variants using simulators for teaching probability notions.
  • Rochelle Telfer (Whangārei Girls’ High School): Hands-on activities to access and improve students’ thinking in statistics and probability.
  • Anne Patel (University of Auckland): Use tech to supercharge students’ writing and provide feedback for reasoning from plots and tables.

Using the PPDAC cycle in Year 9

Last week, we wrote to reassure you that the PPDAC cycle is still a key part of teaching and learning statistics in New Zealand classrooms. It remains the glue that holds it all together.

We covered what this means in practice for Year 3 level statements. This week, we’re looking at Year 9.

Using the PPDAC cycle in Year 9

When planning to teach statistics in Year 9, you will need to consider the Year 9 level statements. In the example below, we show how they connect with the PPDAC cycle to support the great work teachers are already doing in teaching statistics in high schools.

Remember: The curriculum statements cover what students need to know, not how to teach them.

Data detective poster

Problem

Curriculum document statements:

  • Multivariate data is data in a set that has more than two variables.
  • Data can be collected from observational studies in which the observers do not alter or control the behaviour of the subjects.
  • Statistical [INVESTIGATIVE] questions clearly identify the variable, group of interest, and the intent of an investigation.
    • A summary investigation is about a group.
    • A comparison investigation compares a [numerical] variable across two clearly identified groups.
    • A relationship investigation looks for a connection between paired numerical or paired categorical variables.
    • A time-series investigation looks at a [numerical] variable over time.
  • Primary data is data that is collected first-hand.
  • Secondary data is data collected by someone else.

OUR COMMENTARY

These curriculum statements clearly indicate that students are undertaking statistical investigations. Teaching and learning can come from a range of summary, comparison, relationship, and time series investigations. 

We have clarified that the statistical question discussed in the third bullet point is the investigative question. Other statistical questions include survey or data collection questions, analysis questions, and interrogative questions. The investigative question is the statistical question we want to answer using data.

Students are working with multivariate datasets, and the focus is on observational studies. Students will be planning to collect primary data and find out about secondary data collected by someone else in order to pose and answer investigative questions. 

In this phase of the investigation, students should be making initial conjectures or assertions about what they expect to find, not explicitly stated here, but referenced in the conclusion section “Comparing findings to initial conjectures or assertions and existing knowledge”.

PlanData

Curriculum document statements:

  • Primary data is data that is collected first-hand.
  • Secondary data is data collected by someone else.
  • Planning and collecting multivariate data to respond to a statistical INVESTIGATIVE question and where at least one variable is categorical and at least one is numerical

OUR COMMENTARY

These curriculum statements indicate that students are planning to collect data, and are collecting data. Ideally, the dataset is multivariate, so not just one variable, and the dataset should have at least one categorical variable and one numerical variable. To explore time series and relationship investigative questions, students will need at least two categorical (relationship) and at least two numerical (relationship and time series, one of which is time). We strongly recommend working with larger multivariate datasets, as they provide students with more individual choice about which variables they will investigate. 

The statements also indicate that students are working with secondary data, such as the data that is available on CensusAtSchool and many other data repositories (see the Data Gems document on CensusAtSchool for a longer list, and teachers can also access the list in the book Statistical investigations | Te tūhuratanga tauanga Chapter 4 – sourcing datasets pp 162-167). It is good to remember that the PPDAC cycle can start at any point, and with secondary data, often the investigation starts with the data, interrogating the original investigator’s “plan” before posing investigative questions for exploration.

Figure 4.10. The statistical enquiry cycle for provided datasets (Arnold, 2022, p.159)

Analysis

Curriculum document statements:

These statements are across Year 9 & 10:

  • A distribution is formed from all the possible values of a variable and their frequencies. It can be shown using data visualisations that show patterns, trends, and variations, and that include dot plots, bar graphs, frequency tables, box plots, histograms, time-series graphs, scatter plots, and two-way tables.
  • A good data visualisation should allow viewers to discern the variable(s) and who the data was collected from, and then, depending on the type of visualisation, additional information such as frequency, proportions, patterns, or trends, and units for numerical variables.
  • Creating multiple data visualisations for an investigation
  • Selecting appropriate scales for data
  • In relationship investigations:
    • Sometimes one variable is thought of as predictive of the other variable; then the response or dependent variable is on the y-axis, and the ‘predictive’, explanatory, or independent variable is on the x-axis
    • An eyeballed line or curve of best fit can be added for paired numerical data.
  • For relationship investigations, drawing an eyeballed line or curve of best fit to predict possible y-values (the response variable) for given x-values (the explanatory variable)

These statements are specifically for Year 9:

  • Calculating the five-point summary for numerical data:
    • the minimum value
    • the value of quartile 1, or Q1
    • the value of the median or quartile 2, or Q2
    • the value of quartile 3, or Q3
    • the maximum value
  • Calculating the interquartile range as IQR = Q3 − Q1

OUR COMMENTARY

These curriculum statements could be read as business as usual for the analysis we do for our given statistical investigation, or the great stuff you already do, except that what is not explicitly stated is the description of data visualisations, though in the conclusion section, it does say to communicate findings… so this implies that description is needed. 

There are lots of ideas about describing distributions in the book Statistical investigations | Te tūhuratanga tauanga (Chapter 5 Analysis pp 291-336), and some of the information is shared here.

Depending on how your school approaches statistics currently, you might not explicitly look at box plots until Year 10, and while the “CALCULATION” of the five-number summary is listed in Year 9, schools may take a more flexible view on the purpose of finding this information.  Also, be aware that the language is not the language we would normally use in New Zealand. We know Q1 is the lower quartile, and Q3 is the upper quartile. It is good for students to be aware of the different terms, work with what is familiar, and makes sense.  

In Year 9, we are building foundational ideas, the building blocks, if you like, for concepts such as working with samples rather than the whole group and making the call in comparison situations, which they learn about in Year 10. 

Conclusion

Curriculum document statements:

  • Elements of chance affect the certainty of results from observational studies and experiments [experiments are not mentioned anywhere else, so not sure what this means in regards to teaching about experiments or not in Year 9 & 10].
  • Uncertainty should be taken into account when making claims.
  • Communicating findings in context to answer an investigative question, using evidence
  • Providing possible explanations for findings
  • Comparing findings to initial conjectures or assertions and existing knowledge

OUR COMMENTARY

These curriculum statements align with what you would expect to be happening in the conclusion phase of the PPDAC cycle. 

Bigger picture

As mathematics and statistics departments and faculties, you have the opportunity to ensure that statistics teaching and learning continue to align with best practice and to make decisions about which types of investigations (summary, comparison, relationship, time series) and data collection/sourcing focus (primary, secondary) you want to take for each year.

Pip has worked with three Auckland High Schools to develop activities for teaching statistics at Year 9. There are draft materials with a focus on summary investigations and primary data here, and in progress a series of lessons focusing on relationship investigations for Year 9. This is a deliberate decision and would be backed up with a Year 10 unit focusing on comparison and time series investigations, with a focus on using secondary data.

We’ve had many emails from concerned teachers asking whether the PPDAC statistical enquiry cycle has been removed from the curriculum.

We want to reassure you that the PPDAC cycle is still a key part of teaching and learning statistics in New Zealand classrooms. It remains the glue that holds it all together.

Where the misunderstanding came from

There is no reference to the statistical enquiry cycle in What you told us and how we responded | Mathematics and Statistics Years 9-10, however, in What’s New in Mathematics and Statistics 0-8 (page 2), it says:

“Changes to the Statistics and Probability strands have been made. Statistics and probability are written with a different focus as the statistical enquiry cycle is no longer used as the main structure for the strands [in the curriculum statements]. In most year groups, you will see a reduction in the amount to teach for these strands; the probability strand now begins at year 5.”

Note: Bold underline is our emphasis, and the highlighted statement (our statement) is clarifying where the statistical enquiry cycle is no longer used as the main structure.

The curriculum statements cover what students need to know, not how to teach them.

What this means in practice

To reassure you that the statistical enquiry cycle underpins good statistics teaching and learning have a look at this example using the Year 3 level statements, rearranged to show how you would still use the PPDAC cycle in your teaching and learning.

Next week, we will share what this might look like for Year 9.

Data detective poster

Problem

Curriculum document statements:

  • Collecting numerical data by asking an investigative question with a response that is a count or a discrete measurement (i.e. a whole number) (e.g. How many teeth have been lost by the students in our class? What are the shoe sizes in the class?)
  • A numerical variable in data is a number that is a measure or a count.

OUR COMMENTARY

These curriculum statements indicate firstly that students are working to answer an investigative question, the investigative question on lost teeth connects to the activity Y2 Our Lost Teeth – PPDAC cycle on CensusAtSchool.  We have written it for Year 2, but it can be adapted for Year 3 students as well. 

The second thing that these statements show us is that in Year 3 students are moving to using numerical data as well.

PlanData

Curriculum document statements:

  • Collecting categorical data and sorting the responses
  • Collecting numerical data …

OUR COMMENTARY

These curriculum statements clearly show that students are collecting primary data, both categorical and numerical. Behind the scenes, teachers will be supporting students to plan to collect the data, even though this is not specifically mentioned. The Year 3 statistics plan on CensusAtSchool connects you to good teaching and learning activities on Tāhūrangi and CensusAtSchool that are at a level appropriate for Year 3 students. Parties and favourites is a good model for ideas about planning for data collection.

Analysis

Curriculum document statements:

  • Creating data visualisations for categorical and numerical data
  • Describing data visualisations using the variable name and the context and giving the frequency for each category or number
  • Data visualisations are representations (including dot plots and bar graphs) of all available values for a variable that show the frequency for each value.
  • In a bar graph, each bar corresponds to a category or number, and the height of the bar (for a vertical chart) or the length (for a horizontal chart) directly corresponds to the frequency of the category or number.

OUR COMMENTARY

These curriculum statements, particularly the top two, clearly speak to “doing” the analysis as we would using the PPDAC cycle. There are also some good ideas in the current curriculum teaching considerations – keep this doc as an extra resource.

Teaching considerations for analysis Years 1-3 – 2024 curriculum

  • Show creating and describing data visualisations, transitioning from data cards to dot plots to bar graphs.
  • Represent data using data cards and picture graphs (for Years 1–3), frequency tables and dot plots (for Years 2–3), and bar graphs (for Year 3).
  • Have students practise using ‘I notice’ statements that include the variable name and context when describing data visualisations.
  • Explain and demonstrate ‘reading the data’ and ‘reading between the data’.
  • Explain how to describe features of data visualisations (e.g., frequency, the least/most frequent category, modes or modal groups, highest and lowest values).

Conclusion

Curriculum document statements:

  • Answering questions about data visualisations, including which category has the most or least items and questions involving operations (e.g. How many teeth did our class lose in total?)
  • Data visualisations are representations that help reveal the story of a set of data.

OUR COMMENTARY

These curriculum statements also speak to the PPDAC cycle, and the need to answer our original investigative question. The statistical enquiry process allows students to engage in a statistical problem solving process to find out about a situation. By undertaking a statistical enquiry students end up with new knowledge about the world, and potentially more investigative questions. 

You’re not too late

With the school year rapidly coming to an end (!), now is a great time to take part in CensusAtSchool with your classes.

It’s not too late to register.

If you have any questions, please email us.

Thanks to Joanna Wheway, Principal of Waikino School, for sending in these lovely photos of tamariki taking part earlier this year. 

World Statistics Day

Today is World Statistics Day!

The UN is running a 24-hour webinar marathon that you can tune into for free – it’s starting at 1PM today (Monday). The theme this year is “Driving change with quality statistics and data for everyone”.

Join the webinar marathon

Bird of the Year + More!

There has been a lot of voting going on! Did you know that the Kārearea (New Zealand falcon) has recently been named New Zealand Bird of the Year?

Earlier, the “Chook Tree” was named New Zealand Tree of the Year, and the Velvet Worm was named New Zealand Bug of the Year.

Call for Speakers: Statistics Teachers’ Day 2025

Statistics Teachers’ Day is happening on Friday 5 December at the University of Auckland. This year’s theme is “Probably, Possibly, Potentially: Technology for Teaching”. Registrations for the day will open in November.

We’re looking for speakers to share practical ideas and classroom experiences on using technology to teach statistics. If you’ve got something to contribute, we’d love to hear from you!

Submit your idea

Boost Your Career: 2026 Kalman Teacher Fellowships

Develop your leadership in Mathematics and Statistics teaching! Five prestigious Kalman Teacher Fellowships, each valued at $6000, are available for Auckland-region primary, intermediate, and secondary teachers. Study postgraduate mathematics or statistics education courses at the University of Auckland and receive up to $2000 for personal use, plus up to $4000 towards your course fees. Apply before 5 pm October 31.

Learn more