"Why do students struggle with maths" has an answer that is true everywhere, and an answer that is particular to Australia. The first is in why is math so hard: maths is cumulative, abstract, taught at a fixed pace and practised badly. This page is about the second: what the Australian data shows, the six reasons that belong to Australian schools in particular, and what a parent can do about them this term.
What the data shows
Three sources, and they agree. The international tests of 15-year-olds have shown Australian maths results declining over roughly two decades, with a partial stabilisation in the most recent round, and a widening gap between the strongest and weakest students; Australia has slipped from well above the international average to around it. NAPLAN numeracy, since the 2023 move to four proficiency levels, shows roughly a third of students below the "proficient" standard in Year 7 and Year 9, with the share needing additional support highest in the later years and in the regions. And the number of students taking the higher levels of maths in Year 12 has fallen over the same period, especially among girls.
Two things in that picture matter for a parent. The decline is concentrated in the middle years, Years 5 to 9, not in the early years. And the gap between students is widening, which means the children who fall behind are falling further behind, and the reason is nearly always a specific gap that nobody found.
The six reasons particular to Australian schools
1. Not enough qualified maths teachers. Australia has a well-documented shortage of secondary maths teachers, and a large share of secondary maths classes are taught by teachers trained in another subject. A teacher teaching out of field can follow the textbook; what they cannot do as well is diagnose why a particular child is stuck, which is the whole skill. This is worst in regional schools and in the junior secondary years, which is exactly where the data shows the slide.
2. The Year 7 dip. Primary maths can be done by counting on fingers and remembering procedures. Year 7 brings negative numbers, algebra, ratio and the expectation that fractions and tables are automatic, at the same time as a new school, a new teacher and the calculator. Nobody reteaches the basics in Year 7, and a child whose Year 5 fractions were shaky finds out in Term 1. The Year 7 dip is so common in Australia that it is treated as normal; it is not normal, it is a gap.
3. Calculator dependence. The scientific calculator arrives in Year 7 and the graphics calculator in the senior years, and for many students it replaces number sense rather than extending it. A Year 9 student who cannot estimate whether 0.3 ร 40 is about 12 or about 120 will not catch the error when the calculator gives the wrong one, and the non-calculator section of NAPLAN in Years 7 and 9 shows exactly this.
4. The long argument about how to teach. For twenty years Australian maths teaching has swung between inquiry-based approaches (open problems, discovery, group work) and explicit teaching with practice. The research is now fairly clear that explicit teaching followed by deliberate practice works better for most students, especially those who are behind, and the curriculum has moved that way, but many classrooms spent years with too little practice, and a generation of students learned to understand a method once and never make it automatic.
5. Streaming and the senior drop-off. Many Australian secondary schools stream maths from Year 8 or 9, and a child placed in the lower stream learns, from the placement, that they are not a maths person. By Year 11 the choice between General, Methods and Specialist (or the state equivalents) is made on that belief, and the fall in students taking the higher levels follows. A child in the lower stream with a fixable gap is the commonest case we see from Australia.
6. The gap that grows unseen from Year 4. Fractions, place value with decimals and the written methods for multiplication and division are taught in Years 4 to 6, and a child who half-learns them can still pass primary school. Nothing in primary school forces the gap into view. Then Year 7 assumes all of it, and NAPLAN in Year 7 or 9 is the first time anyone names it. By then it is three or four years old, and the child has concluded it is them.
A ten-minute check at home, by year level
No calculator. If any item takes real effort, that is the gap.
| By the end of | The child should be able to |
|---|---|
| Year 3 | Add and subtract three-digit numbers in writing; know the 2, 5 and 10 times tables; tell the time to five minutes |
| Year 4 | All times tables to 10 ร 10 from memory; place value to thousands; halves, quarters and thirds of a shape and of a number |
| Year 5 | Add and subtract fractions with the same denominator; place value with decimals to hundredths; multiply a two-digit number by a one-digit number in writing |
| Year 6 | Add fractions with different denominators; convert between fractions, decimals and percentages; divide a three-digit number by a one-digit number; order negative numbers |
| Year 7 | Add and multiply negative numbers; solve x + 7 = 12 and 3x = 18; simplify a ratio; find 15% of 80 without a calculator |
| Year 8 | Expand 3(x + 4); solve 2x โ 5 = 11; the area of a triangle and a circle; the mean, median and mode of a list |
| Year 9 | Pythagoras; expand (x + 2)(x + 3); plot y = 2x โ 1; index laws |
A child in Year 8 who cannot do the Year 5 and 6 rows has a gap from there, and that is where the fixing starts, not in Year 8. The real NAPLAN question style by year, with answers, is in the free practice tests (Year 5 and the others on the NAPLAN page), and how to read the report is in NAPLAN results explained.
What fixes it
- Find the gap, going backwards. The check above, or a tutor's first class. The gap is almost always two or three years below where the trouble shows.
- Fix that first, before anything in the current year. A Year 8 student who spends three weeks on Year 5 fractions comes back to Year 8 able to do it.
- Practice, ten minutes a day. Explicit method, then enough practice to make it automatic. Australian classrooms often under-supply this and home can supply it.
- Calculator off for anything the child should be able to estimate. Number sense comes back within a term.
- The stream is not the verdict. A child in the lower stream with the gap fixed can move up; schools do move students, on evidence. Ask.
- The right teacher. If the gap is more than a year old or the child has decided they cannot do maths, a qualified maths teacher 1-on-1 for a term, on the Australian Curriculum in the school's order, closes it faster than a parent can, and the research on tutoring says one tutor with one child is the form that works.
The timeline is honest: homework quicker within three weeks, a test better within six to eight, the stream or the Year 11 choice changed within a year. What does not work is more hours of the current year's work on top of a gap from Year 5.
Where to get help
A 1-on-1 online maths class with a tutor who holds a master's in mathematics and teaches the Australian Curriculum by year level, at an Australian after-school time, which is late morning to early afternoon in India, so the tutor is fresh. The first class is the check above, done properly, with the gap named in writing afterwards; then the gap closed before the current year's work, with the recording of every class for the parent. For Years 3 to 12, NAPLAN and the senior certificates. Free practice tests by year and the free 30-minute first class are on the NAPLAN page.
Questions parents ask
1Why do Australian students struggle with maths?
2Is Australia falling behind in maths?
3At what year do students start struggling with maths in Australia?
4Why is Year 7 maths so hard in Australia?
5How can I help my child with maths at home in Australia?
See how we teach this, 1-on-1 online โ
Shobha
Founder and lead tutor, Science with Shobha
Teaching maths, science and English to children online since 2018. 500+ students, 20+ tutors, families in nine countries.
