MEL / P1
First maths
Hands-on number and shape.
Open the syllabusMelbourne · Prep to VCE and adults · Live online maths
Stand on Swanston Street and walk one block west to Elizabeth Street. Most people would guess the distance; a map will tell you it is about 225 metres between the middle of one street and the middle of the next. Measure all twelve gaps across the central city grid and the average comes to 232.7 metres, which is almost exactly eleven and a half chains, an old surveying unit few Melburnians have heard of. That small investigation uses maps, averages, unit conversion and judgement about measurement error, which is the kind of maths we teach. Our live online maths tutoring serves Melbourne learners from Prep to Year 12, the four VCE mathematics studies and adults, in Melbourne time.
Maths only on this page · Prep to adult · Independent of every Melbourne school and university
Maths tutor in Melbourne, in brief
Modern Age Coders is an online maths tutor for Melbourne learners aged 6 to 67. We teach primary and secondary maths and the four VCE mathematics studies, Foundation Mathematics, General Mathematics, Mathematical Methods and Specialist Mathematics, as well as adult maths. Lessons are live over video in Melbourne time, privately or in level-matched groups of fifteen to twenty, and the first lesson is free.
Popular with Melbourne families
One for the primary years, one for the middle years where algebra arrives, and one built around senior functions and calculus. The full list follows below.

MEL / 1
For Prep to Year 6: estimating, calculating in the head and checking whether an answer makes sense.
Open the syllabus →
MEL / 2
Years 7 to 10: ratio, algebra, measurement and geometry, the groundwork for VCE.
Open the syllabus →
MEL / 3
Functions, calculus and probability for students taking Mathematical Methods or Specialist Mathematics.
Open the syllabus →Prep to Year 12
Victorian schools begin with Prep and finish with the VCE. We teach every stage between, and adults who want to return to any of them.
| Stage | Years | What we concentrate on |
|---|---|---|
| Early primary | Prep to Year 2 | Counting, number facts and the meaning of the equals sign |
| Upper primary | Years 3 to 6 | Multiplication, fractions, decimals and measurement in real units |
| Lower secondary | Years 7 and 8 | Integers, ratio, the first algebra and geometry |
| Middle secondary | Years 9 and 10 | Linear and quadratic functions, trigonometry and statistics |
| VCE | Years 11 and 12 | The VCE mathematics study the student has chosen |
| Adults | Up to 67 | Anything missed, rebuilt at a sensible pace |
Families preparing for a selective school test can use our Victorian selective entry maths page. NAPLAN numeracy has its own practice page.
This page is for everyday maths at every level.
The jump from Year 10 to Mathematical Methods catches many students. Our Year 10 Methods preparation page explains what to strengthen first.
Adults study in adult groups or privately, never alongside school students.
VCE mathematics
The Victorian Curriculum and Assessment Authority sets out all four studies in one study design, whose accreditation for Units 1 to 4 began on 1 January 2023.
| Study | Units | Our detailed page |
|---|---|---|
| Foundation Mathematics | Units 1 and 2, Units 3 and 4 | VCE Foundation Maths |
| General Mathematics | Units 1 and 2, Units 3 and 4 | VCE General Maths |
| Mathematical Methods | Units 1 and 2, Units 3 and 4 | VCE Maths Methods |
| Specialist Mathematics | Units 1 and 2, Units 3 and 4 | VCE Specialist Maths |
Methods is the usual route to calculus-based courses after school, and Specialist goes further. General Mathematics suits students who want data, networks and financial modelling; Foundation focuses on maths for everyday life and work.
We help students judge the fit early, before a difficult Unit 3 begins.
We teach the content and good exam habits. We never promise a study score or an ATAR, and school-assessed coursework stays the student's own work.
Revision blocks before exams are available as a short private run.
Source: Victorian Curriculum and Assessment Authority, VCE Mathematics Study Design, read 13 October 2026.
A Melbourne worked example
A chain is an old surveying length: 66 feet, which is exactly 20.1168 metres. We measured the central city grid from the map and asked whether its spacing looks like a whole number of chains.
From OpenStreetMap we took every mapped piece of the five main streets running across the grid (Flinders, Collins, Bourke, Lonsdale and La Trobe) and the nine running up it (Spencer to Spring). The grid is tilted about 20.08 degrees from east-west, so we rotated our axes to match, then found the middle line of each street. The table shows the gap between each pair of neighbouring streets, centre to centre.
| From | To | Metres | Chains |
|---|---|---|---|
| Flinders | Collins | 242.5 | 12.06 |
| Collins | Bourke | 225.4 | 11.20 |
| Bourke | Lonsdale | 227.4 | 11.30 |
| Lonsdale | La Trobe | 241.9 | 12.03 |
| Spencer | King | 221.5 | 11.01 |
| King | William | 245.6 | 12.21 |
| William | Queen | 230.9 | 11.48 |
| Queen | Elizabeth | 231.4 | 11.50 |
| Elizabeth | Swanston | 225.4 | 11.20 |
| Swanston | Russell | 236.0 | 11.73 |
| Russell | Exhibition | 223.8 | 11.13 |
| Exhibition | Spring | 240.5 | 11.95 |
The twelve gaps average 232.7 metres, or 11.57 chains. Eleven and a half chains is 231.3 metres, only 1.4 metres from our average.
Individual gaps run from 221.5 to 245.6 metres. Wide streets, dual carriageways and the way the map draws a street's middle line all move a single reading. Averaging many readings cancels much of that noise.
Using "a chain is about 20 metres" gives 11.63 chains instead of 11.57. For this question the rough conversion is close enough; the exact one matters only when the answer is tight.
Converting between units, rotating axes, finding a median to resist outliers, averaging repeated measurements and judging whether a pattern is real.
Primary learners can measure one block with an online map; VCE students can model the measurement error properly.
We do not claim anything about how or why the grid was surveyed; we only report what the map measures today. Across the whole grid, Flinders to La Trobe is 937.2 metres and Spencer to Spring 1855.0 metres between centrelines.
A good lesson keeps the measurement and the story separate.
| Step | What to do | The maths inside |
|---|---|---|
| 1 | Open any online map and find two parallel streets one block apart | Recognising parallel lines on a plan |
| 2 | Use the map's measuring tool from the middle of one street to the middle of the next, at right angles | Perpendicular distance between lines |
| 3 | Repeat for four or five other pairs | Why one reading is not enough |
| 4 | Find the mean and the median of your readings | Two kinds of average, and which resists an odd reading |
| 5 | Divide by 20.1168 to convert to chains, then by 20 for the quick version | Unit conversion and estimating error |
A Year 5 student can do the first three steps with a parent. A Year 9 student can add the averages and explain why the median barely moves when one strange reading is included. A VCE student can go further and estimate how far the true spacing could be from the measured one, given how the map was drawn. The same short task scales from primary school to senior study, which is exactly why we like it.
Data: OpenStreetMap contributors, one Overpass query on 13 October 2026, ODbL. All rotations, medians and conversions are our calculation.
Melbourne learners
The Census shows how many Melbourne residents were studying and what education adults had completed.
| Measure | People |
|---|---|
| Attending primary school | 397,053 |
| Attending secondary school | 314,772 |
| Attending vocational education, including TAFE | 121,479 |
| Attending university or other higher education | 283,275 |
| Highest level Bachelor Degree or above | 1,319,895 (32.8%) |
| Highest level Year 12 | 637,407 (15.8%) |
| Highest level Advanced Diploma or Diploma | 400,602 |
| Highest level Certificate III | 380,352 |
Hundreds of thousands of Melbourne children are at school at any time, and a large adult population has studied beyond Year 12. Both groups ask us for maths help, for very different reasons.
Figures are shown as published and are never added together.
The Mathematical Association of Victoria supports maths teachers and school leaders, with workshops such as one on evaluating and prioritising mathematics improvement.
Tutoring complements school teaching; it does not replace it. A good tutor asks what the class is doing this term and builds lessons around it, rather than running a separate syllabus that pulls a student two ways.
Sources, read 13 October 2026: ABS, 2021 Census QuickStats, Greater Melbourne, CC BY 4.0; Mathematical Association of Victoria.
Online in Melbourne time
Melbourne runs on Australian Eastern time and changes its clocks for daylight saving each October and April. Our India-based teachers do not, so we keep every booking anchored to Melbourne time.
One learner and one teacher, ideal before a SAC block or exam, or to rebuild a single topic.
Fifteen to twenty learners at one level, with discussion that often makes the idea click.
Learners write on a shared whiteboard so the teacher sees every step, not only the answer.
Progress
Learners begin wherever they are. The free lesson finds the right rung.
| Usually | Rung | Secure when |
|---|---|---|
| Prep to Year 2 | 1. Facts | They know pairs that make 10 and use them without counting |
| Years 3 to 6 | 2. Measurement | They convert between metres and kilometres and estimate first |
| Years 7 to 10 | 3. Algebra | They rearrange a formula to make a different letter the subject |
| VCE | 4. Analysis | They interpret a graph, a derivative or a distribution in words |
Students who start lessons in Year 11 often need a few junior skills reinforced. We say how long that will take at the start.
Algebra and function notation are the usual gaps.
Adults return for study, work or curiosity, and usually move quickly.
We start from what is needed now.
The full list
Course titles are international; lessons follow Victorian stages and the VCE study a learner is taking.
MEL / P1
Hands-on number and shape.
Open the syllabusMEL / P2
Every primary topic, carefully.
Open the syllabusMEL / P3
Fast and accurate in the head.
Open the syllabusMEL / S1
Number, algebra, geometry.
Open the syllabusMEL / S2
Rebuilding algebra from the start.
Open the syllabusMEL / S3
Problems that stretch.
Open the syllabusMEL / H1
Functions and calculus.
Open the syllabusMEL / H2
Derivatives and integrals.
Open the syllabusMEL / H3
Data and chance.
Open the syllabusTimetabling
We fix lessons in Melbourne time and handle the October and April clock changes ourselves.
After school
Primary and middle years.
Weeknight evenings
VCE students and adults.
Weekends
Unhurried catch-up or extension.
The same person each week.
Parents hear what changed.
Fifteen to twenty per class.
Real measurements beside textbook work.
For one goal or deadline.
Methods explained, then practised.
Student work
Work by students whose maths grew into making things. See the student labs for others.

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A chatbot that answers mathematics and programming questions, built and deployed by a student.

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Web app
A weather forecasting site with live conditions for any location.
Fees
Melbourne families pay a flat monthly fee in US dollars, with no joining fee and no lock-in.
Free first class
USD 0
no card required
Group batch
USD 100
a month, billed in US dollars
One to one
USD 150
a month, billed in US dollars
What families say
Google reviews, quoted as written by families and learners.
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Melbourne maths questions
A tutor diagnoses gaps, teaches the missing ideas and builds confidence through practice. Our lessons are live online in Melbourne time, privately or in small groups matched by level.
All four in the VCAA study design: Foundation Mathematics, General Mathematics, Mathematical Methods and Specialist Mathematics.
An old unit of length used in land surveying, equal to 66 feet or exactly 20.1168 metres. Our measurements put neighbouring central Melbourne streets about 11.6 chains apart, centre to centre.
No. We teach thoroughly and help with exam habits, but we make no score or ATAR promises.
Yes. Early lessons use objects, pictures and short games around number.
Yes, and we adjust when daylight saving starts and ends.
Yes, in adult groups or privately, for bridging units, work, or simply to understand the maths that school rushed past.
Because real measurements are messy. Students learn to repeat readings, choose a sensible average, convert units and decide how accurate an answer needs to be, which textbook exercises with tidy numbers rarely teach.
The first lesson is free. Monthly fees appear in the fees section on this page.
More for Melbourne
VCE, tests and costs.
Functions and calculus.
The most demanding VCE maths.
Data, networks and finance.
Practice for the Year 9 test.
Problems by year.
What lessons cost.
Start here
Give us a number and a time. The first lesson is a proper lesson at the learner's level, with honest advice afterwards.
Read how we teach or explore online maths tutoring in Australia.
WhatsApp us · +91 91233 66161 · connect@modernagecoders.com
Our staff are in India, so our number starts +91, and we have no Melbourne office. WhatsApp from an Australian phone reaches us fastest.
A priority demo is a full class of about 45 to 60 minutes. After the class the mentor sends a written skill report and a personal learning roadmap on WhatsApp. If you enrol, the demo fee is adjusted against your first month's fee. Share your demo Order ID with us on WhatsApp and we take it off.
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