Documents below are based on Mathematics K-10 Syllabus, NESA, 2022. They are not authorised NESA documents. They are for planning and review purposes only. Shared for use by teachers in schools only.

Over on MathsLinks, I've started aligning content to the new K-10 syllabus.

1. Continuum of learning

To help understand the Core/Path designation and the connections to Stage 6 courses.

Here is the 2018 version. To quickly access in class type gomaths.net/dates into your address bar.

Updated for 2019: gomaths.net/dates

Updated for 2021: gomaths.net/dates

Updated for 2022: gomaths.net/dates

Updated for 2023: gomaths.net/dates

DoE Numeracy Conference: the presentation is item 5a below. The continuum handout is item 6. NOTE, I have added an amendment after the presentation upon reading the NESA Course Descriptions released 21/6/17. The continuum handout is correct as per the Syllabus but incorrect as per the Course Descriptions.

This post is a single point to access some of the resources I'm developing as I investigate the new Mathematics Standard Stage 6 Syllabus (2017) released by the NSW Education Standards Authority.

1. Course Description: a summary view of the new syllabus

^Updated for November 2017

2. Standard syllabus versus General syllabus: includes each item in the new syllabus mapped to the old syllabus. Also includes links to the Australian Curriculum. This is not official, rather my best guess.

3. Standard syllabus versus General syllabus - Presentation: an overview of the topics in the new syllabus mapped to the old syllabus. Slides designed for presentation.

4. Standard syllabus mapped to General syllabus: an overview of the topics in the new syllabus mapped to the old syllabus. An abbreviated version of #2 above and slightly more detail than #3.

5. 23/04/2017 Presentation: Mathematics Standard - What's new, what stays the same?: a slide package that I will be presenting at Staff Development Day to my faculty. For that reason, some of the slides may be unclear without the context I will provide.

5a. 22/6/2017 Presentation: Mathematics Standard - Orange is the new standard: a slide package presented at Department of Education Numeracy for Learning K-12 Conference

23/6/2017 NESA Course Descriptions: they were released the day before I presented, but I had not read them. There are items in the course descriptions that are different to the syllabus and clarify other points. See this amendment.

6. 29/04/2017 Mathematics Continuum of Learning: from the Mathematics 7-10 Syllabus Continuum of Learning, I have used the new Stage 6 Standard syllabus to attempt to extend the Continuum of Learning. 24/6/17: Updated to include the assumed knowledge as identified in the Course Descriptions.

The interest points for me: Ratios and Rates: 5.2 Ratio and Rates not listed as required and no Rates and Ratios in Year 11. Measurement makes this almighty appearance in Year 11 and then turns into Trig and scale drawing. Mass makes a reappearance after last appearing in Stage 3.

Documents above based on Mathematics Standard Stage Syllabus, NESA, 2017. They are not authorised NESA documents. They are for planning and review purposes only. Shared for use by teachers in schools only.

Over on MathsLinks, I've started aligning content to the new Standard syllabus.

For example:
7/4/16        7 - √4 = -1 + 6
27/5/16        2 + 7 - 5 = √16
(Date written as dd/mm/yy)

I didn't specifically refer to the sentence, nor make it an activity in class. A senior student in one class made a point of completing the number sentence if I hadn't. Another student in my roll class regularly pointed out if I had not written a sentence for the day.

In 2016 I had some help completing a list of sentences.

If you'd like to contribute to a list for 2017 (or just use the list) visit this Google Sheet:

Dates as Operations 2017

For 2017, I have columns for two formats of the date dd/mm/yy and dd/mm/yyyy.

In the new NSW Syllabus for Mathematics K-10 what used to be referred to as scores when analysing data are now called data values.

So the definition of mean is written as

$$\bar{x}=\frac{\text{sum of data values}}{\text{number of data values}}$$

MA4-20SP

I used Post-It notes to demonstrate Pythagoras' Theorem to a class.

There's something nice and tangible about this simple demonstration.

I turned the idea into a animation:

http://imgur.com/Zx0JckI

Converting fractions, decimals and percentages

This game focusses on the conversion between the common fractions and their equivalents decimals and percentages. The game is limited to fractions with a denominator of 2, 3, 4, 5, 8 and 10.

If you're not sure how to use this Bingo game, have a look at this earlier post.

Perimeter

Also as a video, see MathsLinks.

Area

Also as a video, see MathsLinks.

Area of a rectangle

Also as a video, see MathsLinks.