Specialist Mathematics Unit 3/4 Programs
Helping boostconfidence, understanding, intuition, motivation, results, exam marks
Empowering your Specialist Mathematics journey to Raw 40+
From vectors and complex numbers to proof, calculus, functions and statistics, each idea taught through interactive visualisations, structured problem solving and exam-focused practice.
Students get access to:
- 24/7 support
- 1000+ exam-consolidating practice questions
- 20+ interactive and thorough notes booklets
- 20+ homework booklets
Taught by a high achieving Melbourne High School graduate w/ a 99.75 ATAR and raw 41 in Specialist.
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Our high-intensity system
In class
Elite Weekly Learning Session
High-intensity 2-hour sessions through the interactive booklet with your tutor, plus a dedicated 1-hour exam mastery workshop every week. Every student masters the fundamentals while integrating the complex and challenging nature of exam-style separators.
Photo · Live Zoom class annotating a calculus question After class
Get Access to Premium Recordings and Resources in a Google Drive
As soon as your class finishes, the full lesson recording and annotated booklets are uploaded to your Google Drive. Miss a week and you lose nothing; if you struggle on a concept you can rewatch the recording. Comprehensive learning starts with comprehensive access to resources.
Photo · Google Drive folder of recordings and booklets During the week
Carefully crafted homework with full worked solutions
Every homework question comes with line-by-line worked solutions. More difficult questions have interactive diagrams that accompany them, and exam solutions have full video walkthroughs. Stuck at 10pm? Post any questions or queries in the 24/7 Discord and get a worked answer from our expert tutors.
Photo · Worked solutions showing line-by-line method Before each SAC
Fully Custom Dedicated SAC Revision Periods
We build dedicated SAC revision periods with fully custom SACs to help isolate weaknesses and prepare our students ahead of time. Exam preparation is integrated alongside SAC practice, so students combine skill with application-style questions.
Photo · Personalised practice exam cover page Between terms
Holiday workshops and parent check-ins
Signature holiday workshops keep momentum through the breaks, and private progress calls mean parents always know exactly where things stand.
Photo · Holiday workshop whiteboard session
Our Tailored Programs to Kickstart your Specialist Journey
Whether you are starting Units 3 & 4 early in Year 11 with our Headstart program or running the full Units 3 & 4 course in Year 12, we are here to offer you our support all in one destination.
Specialist is the most demanding subject in the VCE, and the students who cope with it best are the ones who met the hardest material before the year that counts. Starting Units 3 & 4 early means you work through complex numbers, vectors and mechanics without a SAC deadline forcing you through them. You build genuine depth and confidence first, so Year 12 becomes consolidation and exam craft rather than survival.
Study Design of Specialist Units 3 & 4
The six areas of study in the official VCAA study design, all taught through interactive booklets with worked solutions to every question.
The vectors question 96% of the state scored zero on
This is what a LockedIn interactive walkthrough feels like. Take Question 4e from the 2019 Specialist Exam 2. Rather than reciting the same exact working out with no visual guidance, we think it through: What is it really asking? What is the plan? What moves what? Two marks, average score 0.1, because on paper nobody could see the pyramid. So look at it properly: drag it, orbit it, and watch the reasoning become geometry.
2019 · VCE Specialist Mathematics · Written Examination 2
Section B · Question 4
Question 4e.
2 marks
The base of a pyramid is the parallelogram ABCD with vertices at points A(2, −1, 3), B(4, −2, 1), C(a, b, c) and D(4, 3, −1). The apex (top) of the pyramid is located at P(4, −4, 9).
d. [shown that] 6i + 2j + 5k is perpendicular to both AB and AD, and hence a unit vector perpendicular to the base of the pyramid is 1√65 (6i + 2j + 5k).
e. Find the volume of the pyramid.
From the examination report
| Marks | 0 | 1 | 2 | Average |
|---|---|---|---|---|
| % | 96 | 2 | 2 | 0.1 |
“Very few students approached this problem correctly. The majority of those who attempted it made unfounded assumptions about the height or the layout of the pyramid. Of those who used a scalar resolute to find the height of the pyramid, most incorrectly used OP rather than a slant edge of the pyramid such as AP.”
© VCAA, 2019 Specialist Mathematics 2 examination and examination report, Question 4e.
The actual interactive walkthrough
step 1 / 7
2019 · Specialist Exam 2 · Q4
fixed side view · never rotates
drag to orbit · hit reset any time · the side view never turns
First, what is it actually asking?
comments
Strip away the coordinates: you have a slanted pyramid, a parallelogram base and an apex off to one side, and you want its volume, worth two marks. On paper it's a wall of numbers; in 3D it's almost obvious. Drag the scene to orbit it, and keep an eye on the fixed side-on sketch so you never lose your bearings.
The trend: Specialist vector questions punish anyone who computes before they picture. The whole exam sits on one formula you already know; the trick is knowing which vector plays which role.
your turn
Volume of any pyramid is ⅓ × base × height. Looking at the picture, which two things do you actually need to measure?
Have a think, then hit Next step when you're ready.
Watch a question get solved
Recorded Google-Meet-style walkthroughs of real Specialist questions, worked line by line the way they unfold in class.
Your first class is free,
seats capped at five
Try a real Specialist class, interactive booklet, worked solutions and all, before you commit to anything.